The sum of the angles swept by minute and hour hands in 54 minutes is324°327°347°351°
Question
The sum of the angles swept by minute and hour hands in 54 minutes is324°327°347°351°
Solution
The minute hand of a clock sweeps 360° in 60 minutes. Therefore, in 54 minutes, it will sweep (360/60)*54 = 324°.
The hour hand of a clock sweeps 360° in 12 hours (or 720 minutes). Therefore, in 54 minutes, it will sweep (360/720)*54 = 27°.
The sum of the angles swept by the minute and hour hands in 54 minutes is 324° + 27° = 351°.
So, the correct answer is 351°.
Similar Questions
What is the angle covered by the minute hand in 45 minutes 50 seconds?*240°270°275°300°
The angle between the Minute hand and the Hour hand of a clock when the time is 8:30.55°65°95°75
If the time is 2:45, what is the angle between hour hand and minute hand?*180.0°187.5°192.5°196.0°
What is the angle made by the hour hand and the minute hand, if the clock shows 9:15 pm ?187.5°172.5°150.5°197.5°
What is the angle covered by the minute-hand in 27 minutes?
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.