Question:
Angle between the two hands at 5:55 PM is:
Angle between the two hands at 5:55 PM is:
Show Hint
Hour hand moves \(0.5^\circ\) per minute. Use: angle \(=\lvert 30H-5.5M\rvert\).
Updated On: Jan 13, 2026
- \(150^\circ\)
- \(152.5^\circ\)
- \(155.5^\circ\)
- \(125.5^\circ\)
Show Solution
Verified By Collegedunia
The Correct Option is B
Solution and Explanation
Minute hand at 55 min \(⇒ 55\times 6=330^\circ\).
Hour hand at \(5+\frac{55}{60}\) hours \(⇒ (5+\tfrac{55}{60})\times 30=177.5^\circ\).
Angle \(=|330-177.5|=152.5^\circ\).
\[ \boxed{152.5^\circ} \]
Hour hand at \(5+\frac{55}{60}\) hours \(⇒ (5+\tfrac{55}{60})\times 30=177.5^\circ\).
Angle \(=|330-177.5|=152.5^\circ\).
\[ \boxed{152.5^\circ} \]
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