Form the dot product of vector A = 23N 37° and vector B = 14N -35°
(A⃗⋅B⃗)=∣A⃗∣∣B⃗∣cosα=23⋅14⋅cos(37°+35°)=99.5 (N2)(\vec A\cdot \vec B)=|\vec A||\vec B|\cos \alpha=23\cdot14\cdot\cos(37°+35°)=99.5\ (N^2)(A⋅B)=∣A∣∣B∣cosα=23⋅14⋅cos(37°+35°)=99.5 (N2) . Answer
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