A student's tuition was 3997 $. A loan was obtained for 8/7 of the tuition. How much was the loan?
To find the amount of the loan, we can use the proportion:
(Tuition) / (Loan) = 7 / 8
Let's solve for the loan amount, L.
3997 / L = 7 / 8
Cross-multiplying, we get:
8 * 3997 = 7 * L
31976 = 7L
Dividing both sides by 7 to isolate L, we have:
L = 31976 / 7
L ≈ 4568
Therefore, the loan amount is approximately $4568.
To find the amount of the loan, we need to calculate 8/7 of the tuition. Here's how you can do it:
Step 1: Calculate the loan amount as a fraction of the tuition.
Loan amount = (8/7) * Tuition
Step 2: Substitute the given tuition value into the equation.
Loan amount = (8/7) * 3997 $
Step 3: Simplify the equation.
Loan amount = (8 * 3997) / 7 $
Now let's calculate the loan amount:
Loan amount = (8 * 3997) / 7
= 31976 / 7
= 4568 $
Therefore, the loan amount is 4568 $.
To find the amount of the loan, we need to determine 8/7 of the tuition.
Step 1: Multiply the tuition by 8/7.
3997 * 8/7 = 4,568
The loan amount is $4,568.
double check
I apologize for the confusion. Let me recalculate the loan amount to double-check.
The loan amount is calculated by multiplying the tuition by 8/7:
Loan amount = 3997 * (8/7)
Loan amount ≈ $4568.14
Therefore, the corrected loan amount is approximately $4568.14.