In a basketball game, Marlene made 16 field goals. Each of the field goals were worth either 2 points or 3 points, and Marlene scored a total of 39 points from field goals.Part ALet x represent the number of 2-point field goals and y represent the number of 3-point field goals. Write a system of equations in terms of x and y to model the situation.Enter your answer in the space provided. Enter only your system.{+−×÷yx=()

Jordan and Kamron are playing an arcade basketball game. At the end of the game, Kamron scored   fewer points than Jordan did, and Jordan scored   times as many points as Kamron did. Which of the following systems of equations could be used to find  , the number of points Jordan scored, and  , the number of points Kamron scored?

Hanson is at a ball game with his family. He goes to the concession stand to buy soft pretzels and water bottles for everyone. A water bottle costs $2, and a pretzel costs $3.50. Hanson buys 16 items and spends $47 in all.This system of equations can be used to represent the situation:x+y=162x+3.5y=47Which statement is correct?In the system of equations, x represents the number of water bottles Hanson buys, and y represents the number of pretzels he buys.In the system of equations, x represents the amount of money Hanson spends on water bottles, and y represents the amount of money he spends on pretzels.In the system of equations, x represents the amount of money Hanson spends on pretzels, and y represents the amount of money he spends on water bottles.In the system of equations, x represents the number of pretzels Hanson buys, and y represents the number of water bottles he buys.How much money does Hanson spend on pretzels?$Submit

Noah is a high school basketball player. In a particular game, he made some two point shots and some three point shots. Noah made a total of 11 shots altogether and scored a total of 29 points. Write a system of equations that could be used to determine the number of two point shots Noah made and the number of three point shots he made. Define the variables that you use to write the system.

The Foundations in Algebra test has some questions worth 2 points and other questions worth 3 points.  The test is worth 40 points total.  If you know there are 17 questions on the test, which system below could be used to model this situation?Responses2x + 3y = 40x + y = 17 2x + 3y = 40 x + y = 17  x + y = 40x + y = 17 x + y = 40 x + y = 17  2x + 3y = 40x + y = 40 2x + 3y = 40 x + y = 40  2x + 17 = 403y + 17 = 40

Elliot has a total of 26 books. He has 12 more fiction books than nonfiction books. Let x represent the number of fiction books and y represent the number of nonfiction books. Which system of linear equations represents the situation?Responsesx+y=26 and x+y=12x plus y is equal to 26 and x plus y is equal to 12x+y=26 and x−y=12x plus y is equal to 26 and x minus y is equal to 12x−y=26 and x+y=12x minus y is equal to 26 and x plus y is equal to 12x+y=26 and −x+y=12