Two orders are placed at a T-shirt design store. In the first order, three long-sleeved shirts and four short-sleeved shirts cost $89. In the second order, five long-sleeved shirts and nine short-sleeved shirts cost $174. Which system of linear equations below can be used to determine the price of each type of shirt?

Let x represent the cost of a long-sleeved shirt, and let y represent the cost of a short-sleeved shirt.

A. 3x + 5y = 89
4x + 9y = 174

B. 3x + 4y = 174
5x + 9y = 89

C. 3x + 4y = 89
5x + 9y = 174

D. 8x + 13y = 263

Question

Two orders are placed at a T-shirt design store. In the first order, three long-sleeved shirts and four short-sleeved shirts cost $89. In the second order, five long-sleeved shirts and nine short-sleeved shirts cost $174. Which system of linear equations below can be used to determine the price of each type of shirt?

Let x represent the cost of a long-sleeved shirt, and let y represent the cost of a short-sleeved shirt.


	A. 	3x + 5y = 89
4x + 9y = 174

	B. 	3x + 4y = 174
5x + 9y = 89

	C. 	3x + 4y = 89
5x + 9y = 174

	D. 	8x + 13y = 263