A baseball bat eight baseballs cost $163.25 that cost 106.45 what is the cost of c of one baseball
It would help if you proofread your questions before you posted them.
For the test I put B but I’m not sure if it’s right can you help me
Please proofread and correct so that your post makes sense.
A baseball bat and 8 baseballs cost $163.25. The bat cost $106.45. What is the cost c of one baseball
A. 163.25 - 8c = 106.45; $33.72
B. 8c + 106.45 = 163.25; $7.10
C. 8c + 163.25 = 106.45; $7.10
D. 8c -106.45 = 163.25; $ 33.71
Sorry about before is it more understanding now
Me.sue
To find the cost of one baseball, we can set up an equation based on the given information.
Let's denote the cost of one baseball as "c".
From the information provided, we know the following:
- The cost of one baseball bat plus eight baseballs is $163.25.
- The cost of one baseball bat is $106.45.
Let's set up the equation:
Cost of one baseball bat + Cost of eight baseballs = Total cost of baseball bat and eight baseballs
$106.45 + 8c = $163.25
Now, we can solve for "c" by isolating it on one side of the equation.
1. Subtract $106.45 from both sides of the equation:
8c = $163.25 - $106.45
8c = $56.80
2. Divide both sides of the equation by 8:
c = $56.80 / 8
c ≈ $7.10
Therefore, the cost of one baseball is approximately $7.10.