Farid ran a total of 26 miles over the course of 13 track practices. How many track practices would it take...

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Farid ran a total of 26 miles over the course of 13 track practices. How many track practices would it take for Farid to run 44 miles? Assume the relationship is directly proportional.

SnapAndSolve AI · Accepted Answer

Solution: Since the relationship is directly proportional, we can set up a proportion: $ \frac{26}{13} = \frac{44}{n} $ Solving for $ n $: $ 26n = 44 \times 13 $ $ 26n = 572 $ $ n = \frac{572}{26} $ $ n = 22 $ Therefore, it would take 22 practices for Farid to run 44 miles.

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Farid ran a total of 26 miles over the course of 13 track practices. How many track practices would it take...

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