If four forces act at a point 'O' as shown in the figure and if O is in equilibrium then the value of
'e' & 'P'
(A) 15°, 10V2N
(B) 45°, 10 N
(C) 750, 10v2 N
(D)
90°, 40 N
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The value of θ and P is 90° and 20 N.
Explanation:
On equilibrium of 'O',
Along the horizontal side, we get,
P sin θ = 10 + (10√2 cos 45)
P sin θ = 20 → (Equation 1)
Along the vertical side, we get,
P cos θ + 10 = 10√2 sin 45 = 10
P cos θ = 0 → (Equation 2)
Since, P ≠ 0, cos θ = 0
∴ θ = 90°
On substituting the value of 'θ' in equation (1), we get,
P sin 90° = 20
P (1) = 20
∴ P = 20 N
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