The horizontal force and the force inclined at an angle 60o with the vertical, whose resultant is in the vertical direction of ‘P’ kg, are
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Explanation:
Let {OA}
OA
= P1 i,
\{CB}
CB
= −P1 i,
{OB}
OB
= −P1i + Pj
\frac{\{OB}.{j}}{OB}=cos60^o
OB
OB
.j
=cos60
o
⇒ [(−P1i + Pj) . j] / [√P21 + P2] = [1 / 2]
⇒ 2P = [√P21 + P2]
⇒ P1 = P√3
|{OB}|∣
OB
∣ = [√P21 + P2]
= √[P2 + 3P2]
= 2P
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