Question

HELP The county fair charges $10 admission and $2 per ride. What is the cost for one admission and r rides

Answer 1

To solve this question, we need to multiply the per-ride cost, which is $2, by the number of rides, r. Then, we need to add the cost of admission, which is $10, to the cost of the rides.

The equation for the cost of one admission and r rides is:

Cost = $10 (admission) + $2r (rides)

So, to find the cost for one admission and r rides, we need to plug in the value for r. For example, if r = 2, the cost would be:

Cost = $10 (admission) + $2(2) (rides) = $14

So, the cost for one admission and 2 rides would be $14.

Similarly, if r = 4, the cost would be:

Cost = $10 (admission) + $2(4) (rides) = $22

So, the cost for one admission and 4 rides would be $22.

Answer 2

The cost for one admission is $10, and the cost for one ride is $2.

To find the cost for r rides, we need to multiply the cost per ride by the number of rides, which gives:

cost for r rides = $2 x r = $2r

To find the total cost for one admission and r rides, we need to add the cost of one admission and the cost for r rides, which gives:

total cost = cost for one admission + cost for r rides

total cost = $10 + $2r

total cost = $2r + $10

Therefore, the cost for one admission and r rides is $2r + $10.