Question
Jax tutors algebra students for a base fee of $15 plus an additional $10 an hour. Which equation is used to determine how much Jax can earn, where p is profit and t is time?(1 point)
Responses
p=25t
p equals 25 t
p=10t−15
p equals 10 t minus 15
t=10p+15
t equals 10 p plus 15
p=10t+15
Responses
p=25t
p equals 25 t
p=10t−15
p equals 10 t minus 15
t=10p+15
t equals 10 p plus 15
p=10t+15
Answers
GPT-4o mini
To determine how much Jax can earn, we need to account for the base fee and the hourly rate.
Jax charges a base fee of $15 plus an additional $10 for each hour worked. Therefore, the equation to represent his earnings (or profit) can be structured as follows:
- Base fee: $15
- Hourly rate: $10 per hour, which is multiplied by time \( t \).
So the equation for profit \( p \) would be:
\[ p = 10t + 15 \]
Thus, the correct response is:
**p = 10t + 15**
Jax charges a base fee of $15 plus an additional $10 for each hour worked. Therefore, the equation to represent his earnings (or profit) can be structured as follows:
- Base fee: $15
- Hourly rate: $10 per hour, which is multiplied by time \( t \).
So the equation for profit \( p \) would be:
\[ p = 10t + 15 \]
Thus, the correct response is:
**p = 10t + 15**