John saves four times as Mary. Fred saves half as much as John. Together, all three save $280 dollars. How much did each person save?

Let x = Mary's savings

Let = John's savings

Let = Fred's savings

Question

Dylan Rivas

Mathematics

17 September, 17:29

John saves four times as Mary. Fred saves half as much as John. Together, all three save $280 dollars. How much did each person save?

Let x = Mary's savings

Let = John's savings

Let = Fred's savings

+4

Answers (1)

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Zion Wyatt · Answer 1

Mary has 40$, John has 160$, and Fred has 80$. What I did was see how many Mary's money it would take to get 280. John = 4x, and Fred then = 2x. 4x + 2x + x = 7x. Divide 280 by 7 to get 40, which is Mary's savings. Then for John, do 40 times 4, and then 40 times 2 to get Fred's.

John saves four times as Mary. Fred saves half as much as John. Together, all three save $280 dollars. How much did each person save?Let x = Mary's savingsLet = John's savingsLet = Fred's savings

John saves four times as Mary. Fred saves half as much as John. Together, all three save $280 dollars. How much did each person save?

Let x = Mary's savings

Let = John's savings

Let = Fred's savings