Question

Leo bought 3. 5lbs of strawberries that cost $4. 20. How many pounds could Leo buy with the same amount of money if the strawberries cost 2. 80 per pound

Answer 1

Leo originally paid $1.20 per pound for strawberries. At the new price of $2.80 per pound, he could buy 1.5 pounds of strawberries with $4.20.

Step-by-step explanation:

First, we need to find out how much Leo pays per pound for the strawberries originally. He bought 3.5 pounds for $4.20, so we divide the total cost by the weight to find the price per pound.
$4.20 ÷ 3.5 lbs = $1.20 per pound

Now, we know that the new price of strawberries is $2.80 per pound. Since Leo wants to spend the same amount of money ($4.20), we can calculate how many pounds he can buy at the new price by dividing the total amount he is willing to spend by the new price per pound.
$4.20 ÷ $2.80 per pound = 1.5 pounds

Therefore, with $4.20, Leo could purchase 1.5 pounds of strawberries at the new price of $2.80 per pound.

Answer 2

With the same amount of money ($4.20) at $2.80 per pound, Leo could buy 1.5 pounds of strawberries.

If Leo bought 3.5 lbs of strawberries for $4.20, let's find the cost per pound:

Cost per pound = Total cost / Number of pounds

Cost per pound = $4.20 / 3.5 lbs

Cost per pound ≈ $1.20 per pound

Now, if the strawberries cost $2.80 per pound, we can determine how many pounds Leo could buy with the same amount of money by dividing the total amount he has ($4.20) by the cost per pound ($2.80):

Number of pounds = Total cost / Cost per pound

Number of pounds = $4.20 / $2.80 per pound

Number of pounds = 1.5 pounds

Therefore, with the same amount of money ($4.20) at $2.80 per pound, Leo could buy 1.5 pounds of strawberries.