A company has two large computers. The slower computer can send all the company's email in 55 minutes. The faster computer can complete the same job in 45 minutes. If both computers are working together, how long will it take them to do the job?

Respuesta :

The slower computer does 1/55 of the e-mails per minute. The faster computer does 1/45 of the e-mails per minute. Then
1/45+1/55=45+55/2475=100/2475 together
2475/100=24.75 minutes for the two of them working together
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It will take both computer 24.75 minutes to do the job together.

How will the job minute be calculated?

Given that the slower computer can send all the company's email in 55 minutes and faster computer can complete the same job in 45 minutes.

That is, slower computer does 1/55 of the e-mails per minute and the faster computer does 1/45 of the e-mails per minute.

=> 1/45 + 1/55

= 45+55/2475

= 100/2475

Given that total minute is 100 minutes, then, we will divide it with the above fraction to derive the answer.

=> 2,475/100

=> 24.75 minutes

Therefore, it will take both computer 24.75 minutes to do the job together.

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