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Where will the hand of a clock stop if it starts at 12 and makes 3/4 of a revolution, clockwise?
- a)6
- b)9
- c)3
- d)None of these
Correct answer is option 'B'. Can you explain this answer?
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Most Upvoted Answer
Where will the hand of a clock stop if it starts at 12 and makes 3/4 o...
•It's goes at 9
• We are at 12 and Move 3/4 revolution.
• So In first move we are at 3, then second move we are at 6, and then last move we are at 9.
• therefore the correct answer is 9 (B).
• We are at 12 and Move 3/4 revolution.
• So In first move we are at 3, then second move we are at 6, and then last move we are at 9.
• therefore the correct answer is 9 (B).
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Community Answer
Where will the hand of a clock stop if it starts at 12 and makes 3/4 o...
Explanation:
Starting Point:
- The hand of the clock starts at 12.
Fraction of a Revolution:
- The hand makes 3/4 of a revolution clockwise.
Calculating the Position:
- A full revolution on a clock is 360 degrees.
- 3/4 of a revolution would be (3/4) * 360 = 270 degrees.
Determining the Stopping Point:
- Starting at 12 o'clock, if you move 270 degrees clockwise, you will end up at 9 o'clock.
Conclusion:
- Therefore, the hand of the clock will stop at 9 after making 3/4 of a revolution clockwise.
Starting Point:
- The hand of the clock starts at 12.
Fraction of a Revolution:
- The hand makes 3/4 of a revolution clockwise.
Calculating the Position:
- A full revolution on a clock is 360 degrees.
- 3/4 of a revolution would be (3/4) * 360 = 270 degrees.
Determining the Stopping Point:
- Starting at 12 o'clock, if you move 270 degrees clockwise, you will end up at 9 o'clock.
Conclusion:
- Therefore, the hand of the clock will stop at 9 after making 3/4 of a revolution clockwise.
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