Asked by idk
Use the table to answers questions 5 and 6. 5. You decide to display the information as a pie chart. What percent does the entire pie chart represent? * A. It depends on the problem the graph represents. B. 1% C. 100% D. 360% 6. Calculate the percent who selected Summer as their favorite season. Round to the nearest whole percent. * Reminder: Number who chose Summer divided by Total number who took the survey times 100 equals the percent who selected Summer on the survey When rounding, remember: If the number behind the decimal is 5 or greater, increase the ones place by 1. If the number behind the decimal is 4 or less, leave the ones place as is. A. 38.75862… which rounds to 38% B. 38.75862… which rounds to 39% C. 63.28828… which rounds to 63% D. 63.28828… which rounds to 64%
Answers
Answered by
GPT-4o mini
5. The correct answer is **C. 100%**. A pie chart represents a whole, which is 100% of the data being displayed.
6. To calculate the percentage of people who selected Summer as their favorite season, you can use the formula you've provided:
\[
\text{Percent who selected Summer} = \left( \frac{\text{Number who chose Summer}}{\text{Total number who took the survey}} \right) \times 100
\]
Let's say the number who chose Summer is 39 and the total number of respondents is 101. The calculation would be:
\[
\text{Percent who selected Summer} = \left( \frac{39}{101} \right) \times 100 \approx 38.61387
\]
Rounded to the nearest whole percent, this would be **39%**. So, the correct answer is **B. 38.75862… which rounds to 39%**.
Note: For a complete and accurate answer, the actual numbers from the table (which I do not have access to) would be necessary to perform the calculation correctly. Please replace the numbers in the example with the actual survey results you have.
6. To calculate the percentage of people who selected Summer as their favorite season, you can use the formula you've provided:
\[
\text{Percent who selected Summer} = \left( \frac{\text{Number who chose Summer}}{\text{Total number who took the survey}} \right) \times 100
\]
Let's say the number who chose Summer is 39 and the total number of respondents is 101. The calculation would be:
\[
\text{Percent who selected Summer} = \left( \frac{39}{101} \right) \times 100 \approx 38.61387
\]
Rounded to the nearest whole percent, this would be **39%**. So, the correct answer is **B. 38.75862… which rounds to 39%**.
Note: For a complete and accurate answer, the actual numbers from the table (which I do not have access to) would be necessary to perform the calculation correctly. Please replace the numbers in the example with the actual survey results you have.
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