Question

A grocery sells 3 Pounds of lemons for $2.67 another grocery store sells 5 pounds Of lemons for $4.45. Write an equation that represents the price of lemons p, for n number of pounds at either store.

Answer 1

The equation representing the price p of lemons for n number of pounds at either store is p = $0.89 × n, as both stores sell lemons at the same price of $0.89 per pound.

Step-by-step explanation:

To find the price p for n number of pounds of lemons at either grocery store, we first need to determine the price per pound for each store. For the first store, with 3 pounds of lemons for $2.67, the price per pound is $2.67 ÷ 3 = $0.89 per pound. Similarly, for the second store with 5 pounds of lemons for $4.45, the price per pound is $4.45 ÷ 5 = $0.89 per pound. Since both stores have the same price per pound, the equation representing the price p of lemons for n number of pounds at either store is simply:p = $0.89 × n.This equation tells us that to find the total price p, we multiply the number of pounds n by the unit price $0.89. Whether a customer is at the first store or the second store, the equation is the same since the price per pound is identical at both locations.