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Sagot :
To find out how much revenue needs to be raised in months 7-12 and how it compares to the revenue from months 1-6, we need to follow these steps:
1. Identify the revenue in the first half of the year:
- Given: Revenue for months 1-6 is \[tex]$200,000. 2. Identify the revenue target for the entire year: - Given: Revenue target for the whole year is \$[/tex]800,000.
3. Calculate the required revenue for the second half of the year:
- Subtract the revenue for months 1-6 from the total revenue target for the year.
[tex]\[ \text{Required revenue for months 7-12} = \$800,000 - \$200,000 = \$600,000 \][/tex]
4. Determine the ratio of the second half revenue compared to the first half:
- Divide the revenue required for months 7-12 by the revenue achieved in months 1-6.
[tex]\[ \text{Ratio} = \frac{\$600,000}{\$200,000} = 3 \][/tex]
Thus, you need to raise \$600,000 in months 7-12, which is three times the revenue raised in months 1-6. The correct answer is:
Three times as much
1. Identify the revenue in the first half of the year:
- Given: Revenue for months 1-6 is \[tex]$200,000. 2. Identify the revenue target for the entire year: - Given: Revenue target for the whole year is \$[/tex]800,000.
3. Calculate the required revenue for the second half of the year:
- Subtract the revenue for months 1-6 from the total revenue target for the year.
[tex]\[ \text{Required revenue for months 7-12} = \$800,000 - \$200,000 = \$600,000 \][/tex]
4. Determine the ratio of the second half revenue compared to the first half:
- Divide the revenue required for months 7-12 by the revenue achieved in months 1-6.
[tex]\[ \text{Ratio} = \frac{\$600,000}{\$200,000} = 3 \][/tex]
Thus, you need to raise \$600,000 in months 7-12, which is three times the revenue raised in months 1-6. The correct answer is:
Three times as much
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