Clock Problem – When Do Both Hands Meet? (Easy Trick)

Learn how to solve clock problems quickly using a simple shortcut method.

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Problem

At what time between 3 and 4 o’clock do the hands of a clock meet?

Try to solve before checking the answer.

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Easy Understanding Solution

Step 1: Understand movement

• Minute hand moves faster than hour hand
• They meet when minute hand catches hour hand

Step 2: Use simple formula

Time when hands meet = (H × 60) / 11

Step 3: Apply for 3 o’clock

• H = 3
• (3 × 60) / 11 = 180 / 11
• = 16 4/11 minutes

Step 4: Final time

3 : 16 : 4/11 (≈ 3:16)

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Solution Image

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Shortcut Trick (Remember This)

• Use formula: (H × 60) / 11
• H = hour given
• Result = minutes after that hour

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Final Answer

Answer = 3:16 (approx)

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Why Students Get Confused

• They try guessing instead of formula
• They don’t know relative speed concept
• They forget shortcut method

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Practice More

Explore Bank Exam Master Library

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Conclusion

Clock problems become very easy once you understand the formula. Practice regularly to improve speed in bank exams.

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Shaktimatha Learning
Quant • Reasoning • Bank Exams • Competitive Preparation