With reference to the mechanism shown in the Fig.8, the relation between (F) and (P) is (a)

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With reference to the mechanism shown in the Fig.8, the relation between \(F\) and \(P\) is

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(a) \(F=\frac{1}{2} P \cdot \tan \alpha\)

(b) \(F=P \cdot \tan \alpha\)

(c) \(P=2 F \cdot \tan \alpha\)

(d) \(F=2 P \cdot \tan \alpha\).

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