Question

Suppose a charity received a donation of $18.9 million. If this represents 57% of the charity's donated funds, what is the total amount of its donated funds?Round your answer to the nearest milliondollars.million dollarsX5

Answer 1

We have the following information from the question:

• A charity received a donation of $18.9 million, and this represents 57% of the charity's donated funds.

And we have to determine the total amount of its donated funds.

To find it, we can proceed as follows:

1. Let x be the total amount of the donated funds. Then we have:

`57\%x=\$18.9\text{ million}`

2. Now, to determine x, we can proceed as follows:

• We have to rewrite the percent and then multiply both sides by the reciprocal of 57/100:

`\begin{gathered} (100)/(57)(57)/(100)x=(100)/(57)18.9 \\ \\ x=(100*18.9)/(57) \\ \\ x=33.1578947368\approx33\text{ million \lparen rounded to the nearest million dollars\rparen} \\ \\ x=\$33\text{ million} \end{gathered}`

Therefore, in summary, the total amount of its donated funds is $33 million (rounded to the nearest million dollars).