Question

Plz help
The Party Room at Pennys Pizza rents for an initial fee of $25.00 per hour and then $5 per hour . Aislyn's bill for her birthday party was $40.00 for how many hours did she rent the room

Answer 1

A.13 hours
B. 8 Hours
C.3 Hours
D. 5Hour

Answer 2

@ganeshie8

Answer 3

@campbell_st

Answer 4

@DanJS

Answer 5

@Miracrown

Answer 6

Hi, you still need help here?

Answer 7

ya

Answer 8

plz

Answer 9

Is that the whole thing?
The Party Room at Pennys Pizza rents for an initial fee of $25.00 per hour. Aislyn's bill for her birthday party was $40.00 for how many hours did she rent the room

initial fee of 25 dollars per hour? U sure there isnt an initial fee + the price per hour , or is that it

Answer 10

that is it i put the answers at the top

Answer 11

k

Total Price = Price Per hour x Number of hours

Let t = # hours

$40 = $25*t

Answer 12

?

Answer 13

None of the answers are right, i think there is more to the prob maybe.

Total Price = Initial Fee + Price per hour*(hours rented)

Answer 14

as is , it is just 40/25 hours

Answer 15

Hang on wrote the problem wrong

Answer 16

lol yeah, the initial fee isnt a rate per hour. It is a fixed cost.

Answer 17

fixed

Answer 18

@DanJS

Answer 19

The Party Room at Pennys Pizza rents for an initial fee of $25.00 "[per hour]" and then $5 per hour . Aislyn's bill for her birthday party was $40.00 for how many hours did she rent the room

remove the part in "[ ]" i assume. The initial fee is 25 dollars flat rate. not per hour.

Answer 20

ya

Answer 21

The function to model this scenario is a line, with a slope of 5 dollars per hour, and a y intercept of 25 dollars.

Total Cost = [initial fee] + [Rate per hour] x [#hours]

Answer 22

Total Cost = 40
Initial Fee = 25
Rate Per hour = 5
# hours = t

40 = 25 + 5t

solve for t (number of hours)

Answer 23

3

Answer 24

right, here is the graph of the function

Answer 25

x axis is time in hours
y axis is the cost

when x=3, y=40

Answer 26

When x=0, the y intercept ( cost at zero hours) is 25 dolalrs