Charity is buying peaches at the store. The cost of the peaches are $1.30 per pound. If she has $6.50 to spend on peaches, how many pounds (x) can she buy?
Set up an equation to solve the problem.
• A. 1.30x=6.50
• B. 1.30+x=6.50
• C. 1.30/6.50 = x
• D. 6.50x=1.30
The correct equation to solve the problem is A. 1.30x=6.50
The correct equation to set up to solve the problem is:
A. 1.30x = 6.50
This equation represents the cost of the peaches per pound (1.30) multiplied by the number of pounds (x), which should equal the total amount of money Charity has to spend on peaches ($6.50).
To solve this problem, we need to set up an equation using the given information. Let's consider the cost of the peaches and the amount of money Charity has to spend.
The cost of the peaches is $1.30 per pound, so we can represent the cost as 1.30x, where x is the number of pounds.
Charity has $6.50 to spend, so we can represent this as 6.50.
Since Charity's total spending should be equal to the cost of the peaches, we can set up the equation:
1.30x = 6.50
Therefore, the correct equation to solve the problem is option A: 1.30x = 6.50.