Given M = 4 i +6 - 2 K and N = 6 î - 49 - 4 , calculate the vector product M N. Need Help? Read It Watch It
Given M i2 j - 6 k and N -1-6j -5 k, calculate the vector product iM x N.
point p lies in a rigid body that rotates at angular velocity, ω-i 7-j 10-k 5 and angular acceleration, α itj 12-k 9. The body rotates about fixed point 0, and the radius vector op is given by R-i 3-j 8-k 2. Find e acceleration of P using cross product, Unit vector i,j, and k lie in a fized coordinate system. (11 points) (a) If
If vector a = +4 i(hat) - 8 j(hat)- 6 k (hat) and vector c = -4 i(hat) -2j( hat) - 3 k(hat), what will be the magnitude of vector a times vector c . (use Dot Product) Is the correct answer 18 or 28.91?
can you solve this on paper SerPSE10 11.1.OP.001 13 points Given M = 51+6j-2k and N = 51-41-6k, calculate the vector product M x N. + i+ Need Help? Read It Watch It
Q3: (20 Mark) Calculate g[n]. Given that G[k] = [5 4+j 2 4-j]
For the following two vectors, A = -5 i + 7 j + 4 k and B = 8 i + 3 j – 7 k ; a. What is the scalar product, (give answers in both component form and magnitude/direction form)? b. What is the angle between them in the same plane? c. What is the vector product, (give answers in both component form and magnitude/direction form)?
Problem 5: Calculate the angular momentum vector (for a point mass of 250 kg) and its magnitude using the definition of the cross product for r--11+4 -3 k and v-31 - 2 i +4 k
of meters. 30. Given these two vectors A (3.00)i + (7.00)j - (4. 00) k and B (2.00)i - (4.50)j + (3. 00) k: a. Calculate A. B Calculate A >< B b. Calculate the angle between A and B Determine by calculation if the vector c. is perpendicular to B. d. Calculate a unit vector that points in the direction of the vector-A
1 int i, j, k; 2 for (i = 1; i <= 4; i++) 3 { 4 j = 1; 5 while (j < 4) 6 { 7 if (i % 2 == j % 2) 8 k = 100*i + 10*j; 9 else 10 k = 100*j + 10*i; 11 j++; 12 } 13 } What will be the value of the variable k at the end of the third, sixth, ninth, and twelfth iteration of the while loop