How much angular distance will be covered by the minute hand of the correct clock in a period of 3 h 25 min?
Answer & explanation
Correct answer: option 2
The correct answer is Option (2) → 1230°
The minute hand goes once round the dial, 360°, in 60 minutes, so it turns 6° every minute, whatever the hour.
3 h 25 min \(=3\times60+25=205\) min
Angle turned \(=205\times6^\circ=1230^\circ\)