If the Resultant ofP→ andQ→ makes an angle θ1 with P→ and θ2 with Q→ . Then

If |P→|>|Q→|⇒R→ will make less angle with P→ . Vice versa

If the Resultant ofP→ andQ→ makes an angle θ1 with P→ and θ2 with Q→ . Then

If |P→|>|Q→|⇒R→ will make less angle with P→ . Vice versa

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If the Resultant of $\vec{P}$ and $\vec{Q}$ makes an angle $θ_{1}$ with $\vec{P}$ and $θ_{2}$ with $\vec{Q}$ . Then

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θ_{1} < θ_{2} i f P \geq Q

θ_{1} < θ_{2} i f P > Q

θ_{1} < θ_{2} i f P < Q

θ_{1} < θ_{2} i f P = Q

answer is B.

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Detailed Solution

| \vec{P} | > | \vec{Q} | \Rightarrow \vec{R}

will make less angle with

\vec{P}

. Vice versa

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If the Resultant ofP→ andQ→ makes an angle θ1 with P→ and θ2 with Q→ . Then

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If the Resultant of $\vec{P}$ and $\vec{Q}$ makes an angle $θ_{1}$ with $\vec{P}$ and $θ_{2}$ with $\vec{Q}$ . Then