The difference between the interest is compounded daily, rather than compounded monthly is
. Option (d) is correct.
Further explanation:
Given:
Anna’s bank gives her a loan with a stated interest rate of
.
Explanation:
Anna’s bank gives her a loan with a stated interest rate of 
The difference between the effective interest rate be if the interest is compounded daily, rather than compounded monthly can be calculated as follows,

The difference between the interest is compounded daily, rather than compounded monthly is
. Option (d) is correct.
Option (a) is not correct.
Option (b) is not correct.
Option (c) is not correct.
Option (d) is correct.
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Answer details:
Grade: High School
Subject: Mathematics
Chapter: Simple interest
Keywords: nominal rate, compounded daily, effective rate, compounded monthly, Anna’s bank, Anna, bank, loan, percentage, interest rate, Principal, invested, interest rate, account, effective interest rate, total interest, amount.