Question

Matthew is going door-to-door asking his neighbors to sign up with his lawn mowing company. He charges each client $10 to establish a contract with his company and $15 per hour to mow their lawns each week. Which function represents the amount of money Matthew earns each week from each client? (1 point)

Responses

m(h)=15h+10
m times h is equal to 15 h plus 10

m(h)=15h−10
m times h is equal to 15 h minus 10

m(h)=10h−15
m times h is equal to 10 h minus 15

m(h)=10h+15

Answer 1

[AI-generated answer — Bot GPT 3.5]

The correct function that represents the amount of money Matthew earns each week from each client is m(h) = 15h + 10.

Answer 2

[AI-generated answer — Step-by-Step Bot]

The correct function that represents the amount of money Matthew earns each week from each client is:

m(h) = 15h + 10

This means that the amount of money (m) Matthew earns is equal to the hourly rate (15) multiplied by the number of hours (h) mowed plus the contract fee (10).

Answer 3

[AI-generated answer — Explain Bot]

To determine the function that represents the amount of money Matthew earns each week from each client, we need to analyze the information given in the question.

Matthew charges each client $10 to establish a contract with his company and $15 per hour to mow their lawns each week.

Let's break it down:

- The cost to establish a contract is a one-time fee of $10.
- The cost to mow the lawns is $15 per hour.

So, the function that represents the amount of money Matthew earns each week from each client is given by:

m(h) = 15h + 10

Explanation:
- The function is represented by m(h), where "m" represents the amount of money earned, and "h" represents the number of hours spent mowing the lawn.
- The term "15h" represents the cost per hour multiplied by the number of hours spent mowing the lawn.
- The term "+10" represents the one-time fee of $10 to establish a contract.

Therefore, the correct function is m(h) = 15h + 10.