This question is a statics problem analyzing vectors using the jupyter notebook in python (anaconda navigator)

Q1. Python Question. Consider the vectors: A = 3 + 3 + 4 B = l 39 + 2 = 2 3j + 2 =-2+ 3j+9k Find: a. =+B+ + + ] b. R and the angles that makes with the x,y,z axes (0x, Oy, 0, respectively). C. Show that the angles calculated above satisfy cos20x + cos20, + cos202 = 1 d. B and e. Ax(B ( )) f. The magnitude of B x g. Unit vector in the direction of A D h. The dot product Az = i where i is the unit vector in the direction of the 'x' axis. i. Use the dot product Ax to calculate the angle (in degrees) between A and the 'x' axis. j. Find the cross product = A xj where is the unit vector in the direction of the 'y' axis. k. Use the cross product to calculate the angle (in degrees) between A and the 'y' axis. Q1. Python Question. Consider the vectors: A = 3 + 3 + 4 B = l 39 + 2 = 2 3j + 2 =-2+ 3j+9k Find: a. =+B+ + + ] b. R and the angles that makes with the x,y,z axes (0x, Oy, 0, respectively). C. Show that the angles calculated above satisfy cos20x + cos20, + cos202 = 1 d. B and e. Ax(B ( )) f. The magnitude of B x g. Unit vector in the direction of A D h. The dot product Az = i where i is the unit vector in the direction of the 'x' axis. i. Use the dot product Ax to calculate the angle (in degrees) between A and the 'x' axis. j. Find the cross product = A xj where is the unit vector in the direction of the 'y' axis. k. Use the cross product to calculate the angle (in degrees) between A and the 'y' axis