Có hai vectơ A và B và chúng ta phải tìm sản phẩm DOT và sản phẩm chéo của hai mảng vectơ. Sản phẩm DOT còn được gọi là sản phẩm vô hướng và sản phẩm chéo còn được gọi là sản phẩm vector. B3 * k. Trong đó i, j và k là vectơ đơn vị dọc theo hướng x, y và z. Sau đó, sản phẩm DOT được tính là DOT Product = A1 * B1 + A2 * B2 + A3 * B3Example - & NBSP; & NBSP;A and B and we have to find the dot product and cross product of two vector array. Dot product is also known as scalar product and cross product also known as vector product.
Dot Product – Let we have given two vector A = a1 * i + a2 * j + a3 * k and B = b1 * i + b2 * j + b3 * k. Where i, j and k are the unit vector along the x, y and z directions. Then dot product is calculated
as dot product = a1 * b1 + a2 * b2 + a3 * b3
Example –
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k dot product = 3 * 2 + 5 * 7 + 4 * 5 = 6 + 35 + 20 = 61
Sản phẩm chéo - Cho phép chúng tôi đã cho hai vectơ a = a1 * i + a2 * j + a3 * k và b = b1 * i + b2 * j + b3 * k. Sau đó, sản phẩm chéo được tính là sản phẩm chéo = [A2 * B3 - A3 * B2] * I + [A3 * B1 - A1 * B3] * J + [A1 * B2 - A2 * B1] * K, trong đó [[A2 * B3 - A3 * B2], [A3 * B1 - A1 * B3], [A1 * B2 - A2 * B1]] là hệ số của vectơ đơn vị dọc theo hướng I, j và k.Example - & nbsp; & nbsp; Let we have given two vector A = a1 * i + a2 * j + a3 * k and B = b1 * i + b2 * j + b3 * k. Then cross product is calculated as cross product = [a2 * b3 – a3 * b2] * i + [a3 * b1 – a1 * b3] * j + [a1 * b2 – a2 * b1] * k, where [[a2 * b3 – a3 * b2], [a3 * b1 – a1 * b3], [a1 * b2 – a2 * b1]] are the coefficient of unit vector
along i, j and k directions.
Example –
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k
Ví dụ - & nbsp; & nbsp;
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 28
Code-
C++
#include
#define n 3
using
namespace
std;
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k0
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k2
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k4
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k8
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 280
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
int
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 283
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 285
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 288
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Dot product:-4 Cross product:-49 -7 280
Dot product:-4 Cross product:-49 -7 281
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k2
int
Dot product:-4 Cross product:-49 -7 285
int
Dot product:-4 Cross product:-49 -7 287
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#include
0A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#include
2A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#include
4Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
int
#include
7
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
int
#define n 3
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
int
#define n 3
4A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
int
#define n 3
7A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#define n 3
9using
0using
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
using
3A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#define n 3
9using
6using
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
using
9A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 280
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
int
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 283
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
namespace
6namespace
7using
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 288
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Dot product:-4
Cross product:-49 -7 28
0 Dot product:-4
Cross product:-49 -7 28
1int
A = 3 * i + 5 * j + 4 * k
B = 2 * i + 7 * j + 5 * k
cross product
= [5 * 5 - 4 * 7] * i
+ [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k
= [-3]*i + [-7]*j + [11]*k
2int
Dot product:-4
Cross product:-49 -7 28
5int
Dot product:-4
Cross product:-49 -7 28
7
int
#include
7
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
int
#define n 3
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
int
#define n 3
4A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
int
#define n 3
7A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
std;
1Java
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k15
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 285
std;
3 std;
4
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
std;
5 std;
6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 int
int
0int
1using
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k36
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k38
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k39
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k40
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k41
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k42
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k44
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k41
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k40
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k39
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k48
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k36
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k39
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k38
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k41
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k40
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k42
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k44
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k40
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k41
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k48
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k36
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k41
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k38
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k40
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k39
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k42
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k0
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k2
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k4
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k05
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
using
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 280
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k12
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k14
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 288
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 Dot product:-4 Cross product:-49 -7 280
Dot product:-4 Cross product:-49 -7 281
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k2
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k29
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2811
using
0Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2815
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2811
using
6Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
9Java
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k15
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2830
namespace
7Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Python3
std;
3 std;
4
std;
5 std;
6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 int
int
0int
1using
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k0
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k2
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k4
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k05
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
using
1Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 280
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k12
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k14
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 288
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 Dot product:-4 Cross product:-49 -7 280
Dot product:-4 Cross product:-49 -7 281
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k2
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k29
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k30
int
Dot product:-4 Cross product:-49 -7 287
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k44
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k39
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k40
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k48
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k80
std;
8 Dot product:-4 Cross product:-49 -7 280
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k83
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k88
int
1A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k90
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k91
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k92
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k93
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k94
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k97
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k41
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k92
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2800
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k92
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k91
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k94
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Dot product:-4 Cross product:-49 -7 2842
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2837
Dot product:-4 Cross product:-49 -7 2844
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Dot product:-4 Cross product:-49 -7 2846
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
using
0Dot product:-4 Cross product:-49 -7 2849
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2837
namespace
7Dot product:-4 Cross product:-49 -7 2852
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Dot product:-4 Cross product:-49 -7 2846
Dot product:-4 Cross product:-49 -7 2855
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Dot product:-4 Cross product:-49 -7 2846
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
using
6Dot product:-4 Cross product:-49 -7 2849
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2837
namespace
7Dot product:-4 Cross product:-49 -7 2852
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Dot product:-4 Cross product:-49 -7 2865
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 280
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2847
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2848
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2849
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k06
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2852
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Dot product:-4 Cross product:-49 -7 2846
Dot product:-4 Cross product:-49 -7 2876
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2837
namespace
7Dot product:-4 Cross product:-49 -7 2852
C#
using
Dot product:-4 Cross product:-49 -7 2881
std;
5 std;
6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 int
Dot product:-4 Cross product:-49 -7 2887
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k0
int
Dot product:-4 Cross product:-49 -7 2893
Dot product:-4 Cross product:-49 -7 2894
int
Dot product:-4 Cross product:-49 -7 2896
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k8
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 280
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
int
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 283
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k15
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 285
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 288
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 Dot product:-4 Cross product:-49 -7 280
Dot product:-4 Cross product:-49 -7 281
int
Dot product:-4 Cross product:-49 -7 2893
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k30
int
#include
22int
#include
24A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
28A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
#include
30Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
32A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
#include
34Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
36A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
#include
38A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k80
std;
8 Dot product:-4 Cross product:-49 -7 280
#include
45A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
#include
50Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
#include
53Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
#include
56Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2807
int
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2809
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
61using
0Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
65A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k15
#include
67Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
61using
6Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
9Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 280
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
int
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 283
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k15
#include
80namespace
7Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Input: vect_A[] = {3, -5, 4}
vect_B[] = {2, 6, 5}
Output: Dot product: -4
Cross product = -49 -7 28
4Input: vect_A[] = {3, -5, 4}
vect_B[] = {2, 6, 5}
Output: Dot product: -4
Cross product = -49 -7 28
7 Input: vect_A[] = {3, -5, 4}
vect_B[] = {2, 6, 5}
Output: Dot product: -4
Cross product = -49 -7 28
8
#include
86
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 Dot product:-4 Cross product:-49 -7 280
Dot product:-4 Cross product:-49 -7 281
int
Dot product:-4 Cross product:-49 -7 2893
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k80
std;
8 Dot product:-4 Cross product:-49 -7 280
#include
45A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
int
#include
56Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2807
int
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2809
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
61using
0Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
PHP
#include
87 #include
88
#define n 3
23#include
93
Dot product:-4 Cross product:-49 -7 2823
#define n 3
06A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k48
#include
89 #include
90#include
91
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k92
#include
93Dot product:-4 Cross product:-49 -7 2852
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#include
97 #include
87using
1#define n 3
37#include
93
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k92
#define n 3
40Dot product:-4 Cross product:-49 -7 2852
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#define n 3
40#define n 3
45#include
91#define n 3
47#include
93#define n 3
49#define n 3
50#include
91#define n 3
52#include
93#define n 3
54
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#define n 3
01 #define n 3
02#define n 3
50#include
91#define n 3
64#include
93#define n 3
66
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#define n 3
40#define n 3
69#include
91#define n 3
64#include
93#define n 3
73#define n 3
50#include
91#define n 3
47#include
93#define n 3
78
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 280
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 281
#define n 3
06 #define n 3
07#define n 3
06 #define n 3
09__Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#define n 3
01 #define n 3
16#define n 3
01 #define n 3
18#include
91Dot product:-4 Cross product:-49 -7 2823
#define n 3
06__A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
#define n 3
01using
1#include
89 #define n 3
34#include
91#define n 3
36
Các
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
#define n 3
40using
1#include
91 #define n 3
16#define n 3
86#define n 3
87
#include
93 #define n 3
16#define n 3
86#define n 3
91
using
14#include
93#define n 3
36
using
14#define n 3
40
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
#define n 3
40 #define n 3
16#define n 3
94#define n 3
95#include
87#define n 3
97
#define n 3
98 using
0using
1
using
38
#define n 3
98 #include
90#include
91A = 3 * i + 5 * j + 4 * k
B = 2 * i + 7 * j + 5 * k
cross product
= [5 * 5 - 4 * 7] * i
+ [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k
= [-3]*i + [-7]*j + [11]*k
92#include
93Input: vect_A[] = {3, -5, 4}
vect_B[] = {2, 6, 5}
Output: Dot product: -4
Cross product = -49 -7 28
13
using
39
using
40
#define n 3
98 using
08using
1
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
47#define n 3
40 using
11#include
91#define n 3
36
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k15
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 285
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 287
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 288
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
std;
8 Dot product:-4 Cross product:-49 -7 280
Dot product:-4 Cross product:-49 -7 281
int
Dot product:-4 Cross product:-49 -7 2893
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k30
using
62A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k5
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
28A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
#include
30Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
32A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
#include
34Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
#include
36A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k43
#include
38A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 289
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
80Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
82Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
84Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
86using
0Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
90using
91Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k80
std;
8 Dot product:-4 Cross product:-49 -7 280
#include
45Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 284
using
9#define n 3
40 using
11#include
91#define n 3
36
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k15
namespace
03namespace
7Input: vect_A[] = {3, -5, 4} vect_B[] = {2, 6, 5} Output: Dot product: -4 Cross product = -49 -7 2813
namespace
06
Output:
Dot product:-4 Cross product:-49 -7 28
Input: vect_A[] = {3, -5, 4}
vect_B[] = {2, 6, 5}
Output: Dot product: -4
Cross product = -49 -7 28
0 Input: vect_A[] = {3, -5, 4}
vect_B[] = {2, 6, 5}
Output: Dot product: -4
Cross product = -49 -7 28
1#define n 3
06 #define n 3
07#define n 3
06 #define n 3
09#include
87__O[3], the code will run in a constant time because the size of the arrays will be always 3.
Auxiliary Space: O[3], no extra space is required, so it is a constant.
A = 3 * i + 5 * j + 4 * k B = 2 * i + 7 * j + 5 * k cross product = [5 * 5 - 4 * 7] * i + [4 * 2 - 3 * 5] * j + [3 * 7 - 5 * 2] * k = [-3]*i + [-7]*j + [11]*k6
#define n 3
98 #define n 3
40Dot product:-4 Cross product:-49 -7 2823
#define n 3
06using
35namespace
77using
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