Solving Equations & Inequalities

Which of the following equations describes this situation: Mrs. Lambris charges $0.50 for every pencil a student borrows.

Which of the following equations describes this situation: Your parents give you $5 for every household chore.

Which of the following equations describes this situation: A boat rental is $200 at Ridley Piers and charges $29 per person.

Which of the following equations describes this situation: A baby weighs 96 ounces at birth and gains 0.6 ounces every month.

Which of the following equations describes this situation: You have a job selling popcorn at the Phillies stadium. You get paid $10 per game plus $0.25 for each bag of popcorn you sell.

Which of the following equations describes this situation: You are a waiter and make $20 per shift and 15% tips on all customers' bills.

Which of the following equations describes this situation: You get paid $450 for a basketball season as a scorekeeper. If you miss a game, you have to pay the substitute scorekeeper $18 per game.

Which of the following equations describes this situation: You make $8 per hour mowing lawns but spend $25 per week on gas.

Which of the following equations describes this situation: The Yogurt Shop makes 650 ounces of yogurt in each batch and a typical cone uses 8 ounces. A = among of each flavor remaining from each batch n = number of cones of that flavor sold

Which of the following equations describes this situation: You are throwing a party at a Urban Air. It costs $100 to rent out the space and $25 per person that attends. C = total cost n = number of people that attend the party

The rule y = 96 +0.6x gives Megan's weight in ounces as a function of her age in days. x = age in days y = weight in ounces Find Megan's weight if she is 10 days old.

The rule y = 96 +0.6x gives Megan's weight in ounces as a function of her age in days. x = age in days y = weight in ounces Which equation represents finding Megan's age when she weighs 159 ounces.

Solve the equation below: 264 = 96 + 0.6x

Suppose you throw a party at Urban Air and the equation C = 100 + 25n represents the cost and number of people at the party. Which inequality represents the cost must not exceed $300.

Solve the inequality: 100 + 25n < or = 300

Solve the inequality 76 > 34 - 12x

Is x = 0 a solution to 34 + 12x < 76

Is x = 5 a solution to 34 + 12 x < 76

Consider the following system of linear equations: y = x + 4 y = 2x - 9 What is the solution that satisfies BOTH equations?

Consider the following system of linear equations: y = -2x + 18 y = -x + 10 What is the solution that satisfies BOTH equations?