Ramon only has $35.42 (at max) for visiting a funhouse. The haunted house has an entrance fee of $1.77 with a $0.62 charge for every time he goes through. Which inequality could determine the number of times Ramon can go through the haunted house? (use t for every time he goes through) O 35.42 ≤ 1.77t + 0.62
O 1.77 = 35.42 + 0.62t
O 35.42 ≥ 1.77 + 0.62t
O 0.62t = 35.42 + 1.77

35.42 ≥ 1.77 + 0.62t

Step-by-step explanation:

Since he can use at most $35.42, that means that how much money he uses must be less than or equal to $35.42, or ≤35.42. The amount of money he uses can be represented by the one time entrance fee plus the fee every time he goes through multiplied by how many times he goes through, or 1.77+0.62t. Combining all of this together we get 1.77+0.62t≤ 35.42, or

35.42 ≥ 1.77 + 0.62t

step-by-step explanation:

i believe its "c" because all of the other options include a but it could be d because there is a way of financing with cash at certain places but its uncommon.

3 is greater then both of those numbers