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What is the closest time between 7 & 8 when the hands of your watch are exactly opposite each other?

- a)7Hr-5Min
- b)7Hr-5.5min
- c)7Hr-6Min
- d)7Hr-6.5Min

Correct answer is option 'B'. Can you explain this answer?

There's a relation between the angle formed between the two hands in a clock and the time at that particular instance. It is as follows:

Angle = 30 H - 11/2 M

Where, H = Hours, M = Minutes

When the clock hands are exactly opposite to each other, the angle formed between them will be 180.

So, based on trial and error, by applying the above options in the equation, we can find out that the correct option is B

Angle = 30 H - 11/2 M

Where, H = Hours, M = Minutes

When the clock hands are exactly opposite to each other, the angle formed between them will be 180.

So, based on trial and error, by applying the above options in the equation, we can find out that the correct option is B

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There's a relation between the angle formed between the two hands in a clock and the time at that particular instance. It is as follows:Angle = 30 H - 11/2 MWhere, H = Hours, M = MinutesWhen the clock hands are exactly opposite to each other, the angle formed between them will be 180.So, based on trial and error, by applying the above options in the equation, we can find out that the correct option is B