The organizers of a talent show have budgeted $1800 to buy souvenir clothing to sell at the event. They can buy shirts for $10 each and hats for $8 each. They plan to buy at least 5 times as many shirts as hats.The organizers used these inequalities to determine the number of shirts, s, and hats, h, that can be ordered.  10s+8h≤1800h≥5s  What error did the organizers make?The inequalities should be equations.The first inequality should be 10s+8h≥1800.The second inequality should be s≥5h.The first inequality should be s+h≤1800.

Valerie is ordering salads and drinks for her friends. Salads cost $7 each, drinks cost $3 each, and there is a $5 delivery charge per order. She has $50. She buys 3 salads, and wants to figure out the maximum number of drinks she can buy.If x = number of salads and y = number of drinks, which of the following inequalities could you use to answer the problem?

Maya is taking her friends to a concert. Each ticket costs $25, and souvenir T-shirts are $12 each. There is a $4 service fee for the entire purchase. She has $130. If she buys 3 tickets, what is the maximum number of T-shirts she can buy?Solve the inequality 25x + 12y + 4 130, where x = number of tickets and y = number of T-shirts, to answer the question.A.5B.12C.3D.4

A doughnut shop charges $0.50 for each doughnut and $1 for a carryout box. Shirley has $10 to spend. Which inequality can be used to find d, the number of doughnuts she could have bought if she also wants them in one carryout box?Responses

A firm has to transport 1500 packages to a site. It has a number of large vans which will transport 200 packages each and a number of small vans which will transport 100 packages each.Let 𝑥 be the number of large vans and let 𝑦 be the number of small vans used.An inequality based on the number of packages transported has been found to be 200𝑥+100𝑦≥1500.The firm needs to use at least as many small vans as large vans. A second inequality has therefore been found to be 𝑦≥𝑥.These two inequalities have been plotted on the following graph. The shaded area is the area that is not required.

Mitul is buying snacks for the student council meeting. She wants to buy 400 cookies. Cookies are available at a store in two different sizes of packages: small (S) and large (L). There are only 6 large packages left at the store and Mitul can spend a maximum of $60 on cookies. The table below shows the number of cookies and the cost of the two package sizes.Which system of inequalities represents this situation?24S + 36L ≥ 4003S + 5L ≥ 60L ≤ 6 24S + 36L ≤ 4003S + 5L ≤ 60L ≤ 6 24S + 36L ≥ 4003S + 5L ≤ 60L ≤ 6 24S + 36L ≤ 4003S + 5L ≥ 60L ≥ 6