A learning service sent out a survey to 250 households to see who would be interested in its service. The company found that it could charge [tex]$45 per month, with a margin of error of 21.5. If 1,000 people signed up, what would be the potential revenue?

A. $[/tex]250
B. [tex]$300
C. $[/tex]1,000
D. $21,500



Answer :

Certainly, let's break down the problem step-by-step to understand and arrive at the solution.

1. Identify the Problem:
- A company is surveying households to see interest in their service.
- They want to know how much they can charge per month.

2. Extract the Given Information:
- The survey was sent to 250 households.
- The company determined it could charge [tex]$45 per month. - There is a margin of error mentioned, but let's focus on the core details here: households surveyed and potential pricing. - Let's assume we need to determine the total monthly revenue if all surveyed households are interested in the service. 3. Calculate the Monthly Revenue: - If each of the 250 households is willing to pay $[/tex]45 per month, we need to calculate the total revenue from these households.

The computation steps are as follows:
- Multiply the number of households by the monthly charge:
[tex]\[ \text{Total Monthly Revenue} = \text{Number of Households} \times \text{Monthly Charge} \][/tex]
Plugging in the given values:
[tex]\[ \text{Total Monthly Revenue} = 250 \times 45 \][/tex]

4. Perform the Multiplication:
- Calculating [tex]\( 250 \times 45 \)[/tex]:
[tex]\[ 250 \times 45 = 11250 \][/tex]

Hence, the total monthly revenue, if all surveyed households subscribed to the service, would be $11,250.

By following these steps, we have effectively determined the monthly revenue based on the survey results and the given information.

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