Given points A(4, -1, 3) and B(-2, 4, 1)and C (0, 5, 3) find the vector extendin

Question

Given points A(4, -1, 3) and B(-2, 4, 1)and C (0, 5, 3) find the vector extending from A to B find the distance from B to C. Briefly explain why A (A Times B) =0 Note A and B are vectors. A = 5a_x +3a_y + 4a_x, and B = 2a_y + a_z find A B Find the unit vector in the direction of A Is the operation A Times (A B) a valid vector mathematical operation? Briefly explain why or why not. Note A and B are vectors. Given the unit vector a_A = 7a_x + 4a_y + 59a_z is the vector B= 2.1 a_x + 1.2a_y + 2.0a_z parallel to it? Given A = 5a_x - 3a_y + 4a_z and B = 3a_x -9a_z find A Times B We have a line charge that runs along the y axis with value of 25 mu C/m and a point charge located at the origin of value 50 mu C. Calculate the E field at the point (4, 0, 0) in free space. We have a line charge of value 25 mu C/m that runs along the line x = -4. Calculate the E field at the point (0, 0, 0) in free space. Write out the following quantities in powers of 10 9pC, 50 mu F, 92.9MHz, 2.47GHz, 14 mH

Explanation / Answer

6.

9pF=9*10-12F

50uF=50*10-6F

92.9Mhz=92.92*106hz

2.47Ghz=2.47*1012hz

14mH=14*10-3H

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