Question

Members of the basketball team are selling candy canes to raise money. The coach uses this equation to calculate the amount of profit, p, made from selling n candy canes:

p = 1.25n - 300
How many candy canes must be sold to make a profit of $800?

Answer 1

To make a profit of $800, the basketball team needs to sell 880 candy canes.

Step-by-step explanation:

To find the number of candy canes that must be sold to make a profit of $800, we can rearrange the equation to solve for n. The equation is p = 1.25n - 300, where p is the profit and n is the number of candy canes sold. First, we add 300 to both sides of the equation to isolate the 1.25n term. The equation becomes p + 300 = 1.25n. Then, we divide both sides of the equation by 1.25 to solve for n. So the final equation is (p + 300) / 1.25 = n. Substituting p = 800 into the equation gives us (800 + 300) / 1.25 = n. Simplifying this gives us n = 880. So, 880 candy canes must be sold to make a profit of $800.