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4 what is the angle between the hour and minute ha
Question:
What is the angle between the hour and minute hands at 4:30?
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Use the formula: Angle = $|30H - 5.5M|$, where $H$ is hours and $M$ is minutes, and take the smaller angle.
NATA - 2025
NATA
Updated On:
Jun 5, 2025
45$^\circ$
30$^\circ$
60$^\circ$
75$^\circ$
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The Correct Option is
A
Solution and Explanation
At 4:30, the minute hand is at 180$^\circ$ (6 on the clock). The hour hand is halfway between 4 and 5, so $4 \times 30 + 15 = 135^\circ$. The angle is $|180^\circ - 135^\circ| = 45^\circ$. Thus, the correct answer is: \[ {45^\circ} \]
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