A visually attractive image depicting a new printing machine in a high school setting. The machine is modern and capable of printing on textiles. Next to it, a stack of blank, fresh T-shirts await customization. In the background, an abstract representation of the school's logo suggests that these shirts will bear this emblem. It's an entrepreneurial venture set up within the school, all setups and details accounted for except for the question of how many shirts must be sold to cover the costs. The image conveys anticipations without directly answering or hinting the choices mentioned.

A high school purchases a printing machine that can put lettering on clothing for $6000. The school plans to print T-shirts with the school logo and sell them. Each T-shirt costs the school $4 and will sell for 412. hOW MANY t-SHIRTS MUST THE SCHOOL SELL BEFORE BREAKING EVEN? A. 700 t-SHIRTS B. 750 T-SHIRTS C. 1500 T-SHIRTS D. 7500 T SHIRTS

c. 1500 T-shirts

The shirts cost $4 but the school will sell them for $12

12 - 4 = 8
8 divided by 6,000 is 750 so therefore the answer is 750 t-shirts

From :0

correction:

A high school purchases a printing machine that can put lettering on clothing for $6000. The school plans to print T-shirts with the school logo and sell them. Each T-shirt costs the school $4 and will sell for $12.
HOW MANY t-SHIRTS MUST THE SCHOOL SELL BEFORE BREAKING EVEN? A. 700 t-SHIRTS B. 750 T-SHIRTS C. 1500 T-SHIRTS D. 7500 T SHIRTS

Ms. Sue was wrong. I got the answer right with 750.

Yes, c.

Thank you

That was wrong the answer is b. 750

Ms. Sue, back at it again

750 shirts! just did this :)

750 * 12 = 9000

750 * 4 = 3000
9000 - 3000 = 6000

750 shirts must be sold to break even