To understand the rules for computing cross products Let vectors A-(1,0,-3). B-(

Question

To understand the rules for computing cross products Let vectors A-(1,0,-3). B-(-2,5,1), and Let V, and V, be different vectors with lengths Vi and V Part F- Magnitude of the cross product of two perpendicular vec r vi ad V2 are perpendicular, calulate lv, × v, 1. Express your answer in terms of Vi and V The angle between perpendicular vectors is equal to x/2 radians or 90 degrees A x BI ABsin(0), where A is the length of A. B is the length of B. and 8 is the angle between A and B O Type here to search PrtScn End 2

Explanation / Answer

Dear student here you did not specified any relation of part F with the upper left most page

so i'm providing you the solution based on F part only :

(F) Here |V1 xV2| = |V1|.|V2|.sin (90) = |V1|*|V2| (the required magnitude)

Please rate if it helped and comment if you have any doubt.

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