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Hello! Can someone pls help me out! It will be highly appreciated! Tysm and have a good day!

Hello! Can someone pls help me out! It will be highly appreciated! Tysm and have a-example-1
User Genaks
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1 Answer

4 votes

Donna's penny bank can hold 1080 coins.

Explanation:

Step 1:

Assume the total number of coins that Donna's penny bank can hold is x.

So in the beginning, it was
(1)/(9) full. So the number of coins were
(1)/(9) x.

After adding 240 pennies, it became
(1)/(3) full. So the number of coins are
(1)/(3) x.

So it can be written as
(1)/(9) x +240= (1)/(3) x.

Step 2:

So we need to determine the total number of coins that Donna's penny bank can hold i.e. the value of x.


(1)/(9) x +240= (1)/(3) x, 240 = (1)/(3) x - (1)/(9) x = 0.22222x.


0.222x = 240, x = (240)/(0.22222) = 1,080.010.

Rounding this off, we get that Donna's penny bank can hold 1080 coins.

User John Gilmore
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