Question

At the farmers market, Leo bought 3.5lb of fresh strawberries that cost $4.20 per pound. How many pounds could Leo buy with the same amount of money if the strawberries were priced at $2.80 per pound

Answer 1

Leo could buy approximately 2.33 pounds of strawberries if they were priced at $2.80 per pound.

Step-by-step explanation:

To find out how many pounds Leo could buy with the same amount of money if the strawberries were priced at $2.80 per pound, we can set up a proportion:

(3.5 lb)/(4.20 $) = x/(2.80 $)

Cross multiplying,
we get: 4.20x = 3.5 * 2.80

Simplifying, we find: 4.20x = 9.80

Dividing both sides by 4.20, we get: x = 9.80 / 4.20

So, Leo could buy approximately 2.33 pounds of strawberries if they were priced at $2.80 per pound.

Answer 2

Leo initially bought 3.5 pounds of strawberries at $4.20 per pound, spending a total of $14.70. If the strawberries were priced at $2.80 per pound, he could buy 5.25 pounds with the same amount of money.

Step-by-step explanation:

To determine how many pounds of strawberries Leo could buy with the same amount of money if the strawberries were priced at $2.80 per pound, we need to perform a few basic calculations. First, we calculate the total amount of money that Leo spent on the strawberries at the original price of $4.20 per pound:

Total money spent = 3.5lb × $4.20/lb = $14.70

Now that we know Leo spent $14.70, we divide this amount by the new price per pound to find out how many pounds he can buy for the same amount of money:

Quantity of strawberries at new price = Total money spent ÷ New price per pound

Quantity of strawberries at new price = $14.70 ÷ $2.80/lb

Quantity of strawberries at new price = 5.25lb

Hence, Leo could buy 5.25 pounds of strawberries if the price was $2.80 per pound.