Question

11. FINANCIAL LITERACY The surf shop has a weekly overhead of $2300. b. How many skimboards and longboards must the shop sell each week to make a profit a. Write an inequality to represent the number of skimboards and longboards the shop sells each week to make a profit.

Skimboard costs 115 longboard costs 685

Answer 1

To represent the number of skimboards and longboards the shop sells each week to make a profit, write the inequality 115x + 685y > 2300.

Step-by-step explanation:

To write an inequality to represent the number of skimboards and longboards the shop sells each week to make a profit, we need to consider the costs and revenue. The weekly overhead is given as $2300. The revenue generated from selling skimboards and longboards can be calculated by multiplying the cost of each item by the number of items sold. Let x represent the number of skimboards, and y represent the number of longboards.

The revenue generated from selling skimboards would be 115x, and the revenue generated from selling longboards would be 685y. To make a profit, the revenue generated should be greater than the overhead, so the inequality can be written as:

115x + 685y > 2300

Answer 2

It would be 678 because if is the long board