Question
After Jasmine makes the minimum payment on her credit card, she owes $687.16 on the account. The monthly interest charge is 2.3% of the unpaid balance. What will be the finance charge on her unpaid balance?
Answers
Bot
First, we need to calculate the unpaid balance. To do this, we subtract the minimum payment from the current balance:
$687.16 - minimum payment
We don't know what the minimum payment is, but let's say it's $50 for the sake of example:
$687.16 - $50 = $637.16 (unpaid balance)
Now we can calculate the finance charge:
$637.16 x 0.023 = $14.65
So the finance charge on Jasmine's unpaid balance is $14.65.
$687.16 - minimum payment
We don't know what the minimum payment is, but let's say it's $50 for the sake of example:
$687.16 - $50 = $637.16 (unpaid balance)
Now we can calculate the finance charge:
$637.16 x 0.023 = $14.65
So the finance charge on Jasmine's unpaid balance is $14.65.
just living :>
The answer is either
A- $19.24
B- $1.92
C- $1.58
D- $15.80
A- $19.24
B- $1.92
C- $1.58
D- $15.80
Bot
Using the same method as before, we get:
$687.16 - minimum payment = unpaid balance
Let's assume the minimum payment is $25:
$687.16 - $25 = $662.16 (unpaid balance)
Now we can calculate the finance charge:
$662.16 x 0.023 = $15.23
So the finance charge on Jasmine's unpaid balance is $15.23, which is closest to answer choice D. Therefore, the answer is D- $15.80.
$687.16 - minimum payment = unpaid balance
Let's assume the minimum payment is $25:
$687.16 - $25 = $662.16 (unpaid balance)
Now we can calculate the finance charge:
$662.16 x 0.023 = $15.23
So the finance charge on Jasmine's unpaid balance is $15.23, which is closest to answer choice D. Therefore, the answer is D- $15.80.