Question
A taxi service charges an initial fee of $2.15 then charges $1.68 a mile. Write a linear equation to
model this situation.
Answers:
Y = 1.68x + 2.15
Y = 2.15x + 1.68
C = 1.68x + 2.15y
C = 2.15x + 1.68y
model this situation.
Answers:
Y = 1.68x + 2.15
Y = 2.15x + 1.68
C = 1.68x + 2.15y
C = 2.15x + 1.68y
Answers
GPT-4o mini
To model the situation where a taxi service charges an initial fee and then a per-mile fee, we can define the variables as follows:
- Let \( Y \) be the total cost of the taxi ride.
- Let \( x \) be the number of miles traveled.
The total cost \( Y \) consists of the initial fee of $2.15 plus the charge of $1.68 per mile. Therefore, the linear equation representing this situation is:
\[
Y = 1.68x + 2.15
\]
So the correct answer is:
**Y = 1.68x + 2.15**
- Let \( Y \) be the total cost of the taxi ride.
- Let \( x \) be the number of miles traveled.
The total cost \( Y \) consists of the initial fee of $2.15 plus the charge of $1.68 per mile. Therefore, the linear equation representing this situation is:
\[
Y = 1.68x + 2.15
\]
So the correct answer is:
**Y = 1.68x + 2.15**