Find the curl of the vector field F.

Question

Quizplus · Accepted Answer

To find the curl of a vector field F = (P,Q,R), we need to find the vector (R_y - Q_z, P_z - R_x, Q_x - P_y). In this case, P = 11eaae29_f42f_b227_87fe_9d493dee61f9, Q = TB2067_00, and R = 0. Taking partial derivatives, we get:

P_y = 0
P_z = 0
Q_x = 0
Q_z = 0
R_x = 0
R_y = 0

Therefore, the curl is (0 - 0, 0 - 0, 0 - 0) = (0,0,0). In choice C, the last two digits of the second section of the vector are incremented by 1, which is the correct answer.

Find the Curl of the Vector Field F