this table shows peoples responses for: \i would buy this product.\ of the people in the 21 - 40 age range…

this table shows peoples responses for: \i would buy this product.\ of the people in the 21 - 40 age range, what percentage chose \disagree?\ \n\n|response|age in years| | |\n|----|----|----|----|\n| |21 - 40|41 - 60|61+|\n|agree|9|8|17|\n|somewhat agree|5|17|7|\n|somewhat disagree|17|15|5|\n|disagree|24|4|8|\n\nround to the nearest whole percent.

this table shows peoples responses for: \i would buy this product.\ of the people in the 21 - 40 age range, what percentage chose \disagree?\ \n\n|response|age in years| | |\n|----|----|----|----|\n| |21 - 40|41 - 60|61+|\n|agree|9|8|17|\n|somewhat agree|5|17|7|\n|somewhat disagree|17|15|5|\n|disagree|24|4|8|\n\nround to the nearest whole percent.

Answer

Explanation:

Step1: Calculate total in 21 - 40 age range

Add up responses in 21 - 40 age - range column: $9 + 5+17 + 24=55$.

Step2: Calculate percentage of 'Disagree'

Use the percentage formula $\text{Percentage}=\frac{\text{Number of 'Disagree'}}{\text{Total in 21 - 40}}\times100%$. Substitute values: $\frac{24}{55}\times100%=\frac{2400}{55}% \approx 44%$.

Answer:

44%