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At what time between 6 and 7 are the hands of a clock coincide.
A) \( \Large 31\frac{8}{11} \)minutes past 6
B) \( \Large 32\frac{8}{11} \)minutes past 6
C) \( \Large 30\frac{8}{11} \)minutes past 6
D) 30 minutes past 6
Correct answer:
B) \( \Large 32\frac{8}{11} \)minutes past 6
Description for Correct answer:
In order to coincide the minute hand has to gain 30 minutes space. Now 55 minutes are gained by minute hand in 60 minutes.
30 minutes will be gained in = \( \Large \frac{60}{55} \times 30=\frac{36}{11} \) = \( \Large 32\frac{8}{11} \) minutes.
So the hands will coincide \( \Large 32\frac{8}{11} \) minutes past 6.
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