3 forces each of 2N can be represented by 3 sides of a quadrilateral in the order then the resultant of these forces. A.6N B.4N. C.2√2N. D 2N
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Let the two vectors be A and B, and their resultant be R.
Let the angle between A and B be θ
A=2N
B=3N
R=4N
Now R2=A2+B2+2ABcosθ
So,42=22+32+2×3×4cosθ
So, 16=4+9+24cosθ
So, 16=13+24cosθ
So, 3=24cosθ
So, 243=cosθ
So, cosθ=1/8
So, θ=cos−1(1/8)
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