Write a sentence to interpret the solution (45, 88) if x is the number of minutes studied and y is the grade on a test.

The equation 2x + 3y = 120 is graphed. The equation represents the number of chocolate bars, x, and candied nuts, y, students must sell in order to earn enough money to pay for a school field trip to an amusement park.

Which of the following statements about the scenario, graph, and solutions are true? Select all that apply.

If a student sells 60 candy bars, how many candied nuts do they need to sell according to the graph?

What does the point (45,10) on the graph signify in relation to the situation of selling candybars and candied nuts to go on a field trip?

Fill in the blank: According to the graph, selling 0 candy bars requires selling ___ candied nuts to earn $120.

Which equations are equivalent to 6x+16 = 2x+28?

Fill in the blank: The solution to the equation 10a = 5a is a = ____.

Fill in the blank: The solution to the equation 10a = 5a is a _______ type of solution.

Match the equation to it's special solution.

Given 4x + 2y = 8; which of the following is an equivalent equation?