IN
2N
45° | 45°
23. There are four forces acting o
n a
particle P, which then continues
to remain at rest. Evaluate the
forces F, and F,
90°
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Here is your answer:
Explanation:
Applying equilibrium conditions.
Take right positive. ∑F x =0
F 1 +1sin45° −2sin45° = 0
F 1 = 2sin45° −1sin45°
F1 = 2/ √2 - 1/ √2 = 1 / √2 N
Take upward positive ∑F y = 0
1cos45° + 2sin45° - F2 = 0
F2 = 2 / √2 + 1 / √2
f2 = 2+1 / √2 = 3 / √2 N
Hence F1 = 1 / √2 N and F2 = 3 / √2 N
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