Question
Solve using multiplication of rational numbers. If a company's revenue increases by $15,000 in the first 6 months, how much does the revenue increase per month? (Round to the nearest hundredth.)
Answers
GPT-4o mini
To find the monthly increase in revenue, we can use multiplication of rational numbers by dividing the total increase in revenue by the number of months.
Given:
- Total increase in revenue = $15,000
- Time period = 6 months
To calculate the monthly increase, we perform the following division:
\[
\text{Monthly increase} = \frac{\text{Total increase}}{\text{Number of months}} = \frac{15000}{6}
\]
Now, performing the division:
\[
15000 \div 6 = 2500
\]
Therefore, the revenue increases by **$2500** per month.
Since there is no need for rounding in this case (as $2500 is already in its simplest form), the final answer is:
**$2500.00** (which is equivalent to the nearest hundredth).
Given:
- Total increase in revenue = $15,000
- Time period = 6 months
To calculate the monthly increase, we perform the following division:
\[
\text{Monthly increase} = \frac{\text{Total increase}}{\text{Number of months}} = \frac{15000}{6}
\]
Now, performing the division:
\[
15000 \div 6 = 2500
\]
Therefore, the revenue increases by **$2500** per month.
Since there is no need for rounding in this case (as $2500 is already in its simplest form), the final answer is:
**$2500.00** (which is equivalent to the nearest hundredth).