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The ratio of Ali's savings to Jack's savings is 7 : 13. If Jack has $494 savings, how much must Jack give to Ali so that both will have the same amount?

Question

The ratio of Ali's savings to Jack's savings is 7 : 13. If Jack has $494 savings, how much must Jack give to Ali so that both will have the same amount?

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Solution

To solve this problem, we need to follow these steps:

  1. Determine the total savings of both Ali and Jack. We know that Jack has 494andtheratioofAlissavingstoJackssavingsis7:13.Thismeansthatforevery494 and the ratio of Ali's savings to Jack's savings is 7:13. This means that for every 13 Jack has, Ali has $7. So, if we divide Jack's savings by his part of the ratio, we can find the value of 1 part.

    494÷13=494 ÷ 13 = 38 per part

  2. Now, we can find out how much Ali has saved by multiplying the value of 1 part by Ali's part of the ratio.

    38x7=38 x 7 = 266

  3. To make their savings equal, we need to find the difference between Jack's savings and Ali's savings.

    494494 - 266 = $228

So, Jack must give $228 to Ali for both of them to have the same amount of savings.

This problem has been solved

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