QUESTION IMAGE
Question
use the percentage of 20-35 year olds who agree with the statement \i would buy this product\ to calculate the sales potential for a target population of 125,000 20-35 year olds.
| age in years | ||
|---|---|---|
| agree | 12 | 17 |
| somewhat agree | 14 | 15 |
| somewhat disagree | 8 | 22 |
| disagree | 6 | 14 |
? people
Step1: Calculate total responses for 20-35
First, find the total number of responses from 20 - 35 year olds by adding up all the values in their column: \(12 + 14 + 8 + 6\).
\(12+14 = 26\), \(26 + 8 = 34\), \(34+6 = 40\). So total responses for 20 - 35 is \(40\).
Step2: Find percentage of agree
The number of 20 - 35 year olds who agree is \(12\). The percentage of those who agree is \(\frac{12}{40}\times100\% = 30\%\) or \(0.3\) in decimal.
Step3: Calculate sales potential
The target population is \(125,000\). Multiply the population by the percentage of those who agree: \(125000\times0.3\).
\(125000\times0.3 = 37500\).
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\(37500\)