Question

Erin is renting chairs and a tent for a party. She can rent for A-1 rental or atonal Tents. A-1 rental charges $1.48 per chair plus $63.67 for a tent. Tonka tents charges $1.73 per chair plus $52.92 for the tent.How many chairs will Erin need to rent for the cost of the rentals to be the same

Answer 1

Erin needs to rent 43 chairs for the rental costs from A-1 Rental and Tonka Tents to be the same.

Step-by-step explanation:

To determine the number of chairs Erin needs to rent for the cost of rentals to be the same from A-1 Rental and Tonka Tents, we need to set up an equation where the total costs from both companies are equal.

Let x be the number of chairs Erin rents. Then the cost from A-1 Rental is $1.48x + $63.67, and the cost from Tonka Tents is $1.73x + $52.92.

Setting these two expressions equal to each other gives us the equation:
1.48x + 63.67 = 1.73x + 52.92

To find the value of x, we subtract 1.48x from both sides and subtract 52.92 from both sides, resulting in:

63.67 - 52.92 = 1.73x - 1.48x

Which simplifies to:

10.75 = 0.25x

Dividing both sides by 0.25 gives us:

x = 43

Therefore, Erin would need to rent 43 chairs for the cost of the rentals from A-1 Rental and Tonka Tents to be the same.