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In the diagram below, |A| = 3.09, |B| = 4.08, θ1 = 20.0°, and θ2 =...

In the diagram below, |A| = 3.09, |B| = 4.08, θ1 = 20.0°, and θ2 = 40.8°. The two vectors lie in the x-y plane. We use the standard rectangular coordinate system, with +x to the right, +y vertically up, and +z coming out toward you.

(a) What is the magnitude of the cross product of the two vectors? |A ⨯B

(b) What is the direction of the cross product of the two vectors? +x −x +y −y +z −z no direction

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In the diagram below, |A| = 3.09, |B| = 4.08, θ1 = 20.0°, and θ2 =...
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