Answer:
c. quarterly
Explanation:
To start with 1 year is equal to twelve months
3months out of 12 months will be;
3/12= 1/4
Here it is compounded quarterly and n=4 where n is the number of compoundings a year.
Lets study the compound interest formula;
![A=P(1+(r)/(n) )^(nt)](https://img.qammunity.org/2020/formulas/mathematics/middle-school/50x0ieoo6jfvqpr5cf29hjveiuux7xz5uu.png)
where;
A=The ending amount
P=Starting amount
r=rate of interest expressed as a decimal
n=number of compoundings a year
t=total number of years
The number of compoundings in any one year can be an interest compounded yearly where n=1, semi-annually with n=2, quarterly where n=4, monthly where n=12, weekly and n=52 and finaly daily with n=365.