Math, asked by ArkadipDe, 2 months ago

A clock is 5 minutes too slow at 1. It gains 1 minute in 1 hour. What is the true time when its hands are together for the fifth time after 1 ° clock.​

Answers

Answered by kmamathareddy29
1

Answer:

Step-by-step explanation:

Concept of Losing/Gaining of Time

Let us try understanding this concept with the help of an example.

If a watch indicates 9.20, when the correct time is 9.10, it is said to be 10 minutes too fast. And if it indicates 9.00, when the correct time is 9.10, it is said to be 10 minutes too slow.

Such kind of problems appear in exams very often, when a clock runs faster or slower than the expected pace.

Common Terminologies

Clock is running fast: It is also referred to as gaining time i.e. when a normal clock covers 60 minutes, a faster clock will cover more than 60 minutes.

Clock is running slow: It is also referred to as losing time i.e. when a normal clock covers 60 minutes, a slower clock will cover less than 60 minutes.

Let's try and solve some examples based on the above information.

Solved Examples

Example 1: A watch gains 5 minutes in one hour and was set right at 8 AM. What time will it show at 8PM on the same day?

Solution: A correct clock would have completed 12 hours by 8 pm. But the faster clock actually covers 5 min. extra in one hour. So, it will cover 12 x 5 = 60 minutes extra.

Therefore, when the correct clock would show 8 pm, the faster clock will show 60 minutes extra i.e. 9 pm.

Example 2: A watch loses 5 seconds in one hour and was set right at 7am. What time will it show at 2 pm on the same day?

Solution: A correct clock would have completed 7 hours by 2 pm, whereas the slower clock loses 5 seconds per hour i.e. 5 × 7 = 35 seconds in 7 hours.

Therefore, the slower clock shows 1:59:25 pm


ArkadipDe: Thanks but I wanted the answer of this question. I am having a lot of problem with this.
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