Question
Wyatt is at the county fair. He plans to use his allowance money to pay for rides throughout the night. There is a linear relationship between the number of rides Wyatt goes on and the amount of money in his wallet. 4 8 12 16 20 24 28 32 36 40 44 48 $4 $8 $12 $16 $20 $24 $28 $32 $36 $40 $44 $48 x y Number of rides Amount of money ($) Describe the rate of change for this relationship. The amount of money in Wyatt's wallet increases decreases by $0.80 $1.25 $1.50 $4.00 $16.00 $20.00 per ride he goes on.
Answers
GPT-4o mini
To determine the rate of change in this relationship, we can examine how the amount of money in Wyatt's wallet (y) changes with the number of rides he goes on (x).
From the provided values:
- For every 4 rides he goes on (4, 8, 12, etc.), the amount of money increases by $4 (from $4 to $8, from $8 to $12, and so on).
To find the rate of change per ride, we can calculate it as follows:
- The amount of money increases by $4 for every 4 rides.
Rate of change = Change in amount of money / Change in number of rides
= $4 / 4 rides
= $1 per ride
Therefore, for every ride Wyatt goes on, the amount of money in his wallet increases by $1.
**Answer: The amount of money in Wyatt's wallet increases by $1.00 per ride he goes on.**
From the provided values:
- For every 4 rides he goes on (4, 8, 12, etc.), the amount of money increases by $4 (from $4 to $8, from $8 to $12, and so on).
To find the rate of change per ride, we can calculate it as follows:
- The amount of money increases by $4 for every 4 rides.
Rate of change = Change in amount of money / Change in number of rides
= $4 / 4 rides
= $1 per ride
Therefore, for every ride Wyatt goes on, the amount of money in his wallet increases by $1.
**Answer: The amount of money in Wyatt's wallet increases by $1.00 per ride he goes on.**