1. the creek festival charges and entry fee plus $1.25 per ticket needed for the rides. jennifer spent her money only on ride tickets and festival admission. the price of the festival admission is the same for everyone. use y to represent the total cost and x to represent the number of ride tickets. (a) jennifer spent a total of $30.75 on the entry fee plus 15 ride tickets. how much did jennifer pay for the entry fee? (b) james has $22 he can spend at the festival on the entry fee and tickets. how many tickets can james buy? (c) let x represent the number of ride tickets purchased and y represent the total cost of festival entry fee and ride tickets. write an equation to calculate the total cost of the entry fee and festival admission for a person who purchases x tickets. show all of your work than you so much i will give brainiest answer as well you so much have a good day.

(a) entry fee cost

(b) the number of ride tickets James can buy (after he pays the entry fee)

(c) an equation for total cost y for purchase of x tickets

(a) We know the total cost is the cost of entry fee and ride tickets. For Jennifer, this is ...

... 30.75 = (entry fee) + 15×1.25

... 30.75 -18.75 = (entry fee)

entry fee = 12.00 . . . dollars

(b) If James spends his entire budget on entry fee and x rides, the number of ride tickets he can buy is given by ...

... 22 = 12 + 1.25x

... 10 = 1.25x

... 10/1.25 = x = 8

James can buy 8 ride tickets.

(c) The equation for total cost that we have been using is ...

... total cost = entry fee + (cost per ticket)×(number of tickets)

... y = 12 + 1.25x

its definatley   this on your answer choice?

welll its a very hard question but ill

step-by-step explanation:

first you take the 6 dollars and add 10 to it then add the 50 to that then multiply by 8 with xy and your answer will be

hope this