Question

Jermaine has $10.00 to spend on ice cream. Three scoops cost $5.99, plus $0.75 for each topping. He always leaves a 20% tip for the cashier. Write an inequality and use it to determine if Jermaine can afford to buy a three-scoop ice cream with three toppings plus tip the cashier.

a) 3(5.99) + 3(0.75) + 0.20x ≤ 10.00
b) 3(5.99) + 3(0.75) + 0.20x ≥ 10.00
c) 3(5.99) + 3(0.75) + 0.20x < 10.00
d) 3(5.99) + 3(0.75) + 0.20x > 10.00

Answer 1

To determine if Jermaine can afford to buy a three-scoop ice cream with three toppings plus tip the cashier, we can write an inequality based on the given information: 3(5.99) + 3(0.75) + 0.20x ≤ 10.00.

Step-by-step explanation:

To determine if Jermaine can afford to buy a three-scoop ice cream with three toppings plus tip the cashier, we can write an inequality based on the given information. Since Jermaine has $10.00 to spend, we can write the inequality as follows:

3(5.99) + 3(0.75) + 0.20x ≤ 10.00

This inequality takes into account the cost of three scoops ($5.99), the cost of three toppings ($0.75 each), and the 20% tip (0.20x). By solving this inequality, we will be able to determine if Jermaine can afford the ice cream.

The correct answer is option a) 3(5.99) + 3(0.75) + 0.20x ≤ 10.00