orWatch a videoWrite a system of equations to describe the situation below, solve using elimination, and fill in the blanks.Valentina has a home-based business making corsages and boutonnieres for school dances. Last year, she sold 39 corsages and 29 boutonnieres, which brought in a total of $1,465. This year, she sold 27 corsages and 29 boutonnieres, for a total of $1,273. How much does each item sell for?

Beth made wristbands and belts for a craft sale. She sold 30 of these items. Each wristband sold for $5.50. Each belt sold for $8.75. If Beth made $204 at the craft sale, how many wristbands did she sell? How many belts did she sell? Write and solve a system of equations to solve the problem. Show your work

Write a system of equations to describe the situation below, solve using elimination, and fill in the blanks.Harry is a shoe salesman, and he works on commission. This week, there is a special incentive to sell shoes and boots by a certain company. Yesterday, Harry sold 6 pairs of shoes and 9 pairs of boots, earning $198 in commission. Today, he sold 6 pairs of shoes and 6 pairs of boots, earning a total commission of $150. How much does Harry earn for the sale of each type of footwear?Harry earns $ for each pair of shoes and $ for each pair of boots.Submit

On one trip to the store, Heather bought 22 boxes of crackers and 88 packages of cheese for $23$23. On another trip to the store, she bought 88 boxes of crackers and 55 packages of cheese for $52$52.She determined the system of equations that represents the situation. 2x+8y=232𝑥+8𝑦=238x+5y=528𝑥+5𝑦=52 She graphed the equations, as shown. Assume the price for each item stays the same between visits. Between which 22 integers is the price of each item, in dollars?Enter your answer in each box.Price of box of crackers: Between $ and $Price of package of cheese: Between $ and $

Ava is starting a cake-baking business, and she has just spent $150 for equipment. She figures that each cake will cost $4.50 to make, and she plans to sell her cakes for $12 each.Ava wants to find the number of cakes, c, she must sell to break even. In other words, she wants to know how many cakes she must sell before she has made as much money as she has spent. Which equation can she use?150+4.5c=12cc(150+4.5)=12c4.5c+12c=150150–4.5c=12c4.5c+150=12150c+4.5=12How many cakes must Ava sell before she has made as much money as she has spent?cakesSubmit

Ralph spent $132 to buy movie tickets for 20 students and 4 adult chaperones. Adult tickets cost $3 more than student tickets. If A𝐴 is the price of an adult ticket and S𝑆 is the price of a student ticket, which system of equations could be used to find the price of each adult and student ticket? {A+S=320A+4S=132{𝐴+𝑆=320𝐴+4𝑆=132 {A=S+3A+S=132{𝐴=𝑆+3𝐴+𝑆=132 {S=A+34A+20S=132{𝑆=𝐴+34𝐴+20𝑆=132 {A=S+34A+20S=132{𝐴=𝑆+34𝐴+20𝑆=132