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Express in scientific notation and then solve.

There was a total of $9.48 million contributed to a political campaign by 79 thousand
people. What was the average contribution?

1 Answer

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Answer:

the average contribution to the political campaign was $0.12.

Explanation:

To find the average contribution to the political campaign, we first need to convert the total amount of money contributed and the number of people who contributed to scientific notation.

The total amount of money contributed to the political campaign was $9.48 million, which can be written in scientific notation as $9.48 * 10^6.

The number of people who contributed to the campaign was 79 thousand, which can be written in scientific notation as 79 * 10^3.

To find the average contribution, we need to divide the total amount of money contributed by the number of people who contributed. Therefore, we can substitute the values in scientific notation into the formula to find the average contribution:

Average contribution = Total amount / Number of people

= 9.48 * 10^6 / 79 * 10^3

= 9.48 / 79

= 0.12

Therefore, the average contribution to the political campaign was $0.12.

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