Question

A charity group collected $6,750 worth of donations on Saturday, Sunday and Monday. They collected $1251 less on Saturday than on Sunday. The amount collected on Sunday was 4 times the amount collected on Monday. What was the amount on Sunday?

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Answer to a math question A charity group collected $6,750 worth of donations on Saturday, Sunday and Monday. They collected $1251 less on Saturday than on Sunday. The amount collected on Sunday was 4 times the amount collected on Monday. What was the amount on Sunday?

$Expert avatar$

Ali

4.4

90 Answers

Let's start by assigning variables to the unknown amounts.

Let the amount collected on Sunday be

.

Since the amount collected on Saturday was $1251 less than on Sunday, the amount collected on Saturday can be represented as

x - 1251

.

We are also given that the amount collected on Sunday was 4 times the amount collected on Monday. So, the amount collected on Monday can be represented as

x/4

.

Now we can write an equation based on the total amount collected:

(x - 1251) + x + x/4 = 6750

Let's simplify the equation and solve for

\frac{9}{4}x-1251=6750

\frac{9}{4}x=6750+1251

\frac{9}{4}x=8001

To solve for

, we multiply both sides of the equation by

\frac{4}{5}

x=\frac{4}{9}\cdot8001

x=3556

Therefore, the amount collected on Sunday was $3556.

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A charity group collected $6,750 worth of donations on Saturday, Sunday and Monday. They collected $1251 less on Saturday than on Sunday. The amount collected on Sunday was 4 times the amount collected on Monday. What was the amount on Sunday?

Answer to a math question A charity group collected $6,750 worth of donations on Saturday, Sunday and Monday. They collected $1251 less on Saturday than on Sunday. The amount collected on Sunday was 4 times the amount collected on Monday. What was the amount on Sunday?

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