You have $1,998.00 on a credit card with a 14.5% APR. You miss your minimum payment the first month and there is a late fee of $37.00. How much is your balance at the beginning of the second month? $2,046.29 $2,083.29 $2,022.14 $2,059.14
Answer:
I got 2,059.14
Because $1998. x (.145/12) + 37 = 2,059.15
Step-by-step explanation:
Solution:
Amount in my credit card = $1,998.00
APR = 14.5 %
Monthly APR = @@MATH_TOKEN_0@@ %
Amount that i have to pay after first Month which i haven't paid
=1.2083 % of $ 1998.00
= \(\frac{1.2083}{100}\times 1998.00\\\\ 24.14\)$
Late fees = $ 37.00
Total amount that i have to pay at the beginning of Second month = Actual money in credit card + Interest + Late fees
= 1998 + 24.14 + 37
= 2035 +24.14
= $2059.14
→→→Option (D) $2,059.14 is right choice.