EXCEL PA – Practice Questions
and Answers 2026
Question 1
A student is creating an amortization table in Excel and needs to calculate
the monthly payment amount. The loan amount is in cell A1, the annual
interest rate is in cell A2, and the number of payment periods is in cell A3.
Which formula should be used in cell A4 to calculate the payment
amount?
A) =PMT(A2,A3,A1)
B) =PMT(A2/12,A3,A1)
C) =PMT(A2,A3/12,A1)
D) =PV(A2/12,A3,A1)
Correct Answer: B) =PMT(A2/12,A3,A1)
Rationale:
The PMT function calculates loan payments and requires the monthly
interest rate, which is the annual rate divided by 12. The number of
periods and the loan amount are provided as the other arguments in the
correct order.
Question 2
,In an amortization table, the interest amount for Period 2 should be
calculated by:
A) Multiplying the original loan amount by the monthly interest rate
B) Multiplying the beginning balance of Period 2 by the monthly interest
rate
C) Subtracting the payment amount from the beginning balance of Period
2
D) Dividing the total interest paid by the number of periods
Correct Answer: B) Multiplying the beginning balance of Period 2 by the
monthly interest rate
Rationale:
The interest for any given period is calculated by multiplying the
outstanding balance at the beginning of that period by the monthly
interest rate. As payments are made, the principal decreases, reducing
the interest portion of each subsequent payment.
Question 3
What is the correct formula to calculate the principal portion of a payment
in an amortization table where the payment amount is in cell C20 and the
interest is in cell D20?
A) =C20/D20
B) =C20*D20
C) =C20-D20
D) =C20+D20
Correct Answer: C) =C20-D20
,Rationale:
The principal portion of a loan payment is the remaining amount after the
interest is deducted from the total payment. This represents the amount
that reduces the outstanding loan balance.
Question 4
In an amortization table, the ending balance for Period 1 should be
calculated by:
A) Adding the payment amount to the beginning balance
B) Subtracting the payment amount from the beginning balance
C) Subtracting the principal amount from the beginning balance
D) Adding the principal amount to the beginning balance
Correct Answer: C) Subtracting the principal amount from the beginning
balance
Rationale:
The ending balance for a period is the beginning balance minus the
principal amount paid during that period. The principal amount is the
portion of the payment that reduces the outstanding loan balance.
Question 5
A student needs to calculate the total interest paid over the life of a loan.
Which approach would accomplish this?
, A) =C15*C12
B) =SUM(D20:D67)
C) =SUM(C20:C67)
D) =PMT(C13/12,C12,C11)
Correct Answer: B) =SUM(D20:D67)
Rationale:
The total interest paid is the sum of all interest payments made over the
life of the loan. Summing the interest column (D20:D67) will provide the
correct total interest amount.
Question 6
To verify the total interest calculation, a student can calculate total
interest as:
A) Total Amount Paid – Original Loan Amount
B) Total Amount Paid + Original Loan Amount
C) Original Loan Amount – Total Amount Paid
D) Total Amount Paid × Original Loan Amount
Correct Answer: A) Total Amount Paid – Original Loan Amount
Rationale:
The total interest paid is the difference between the total amount paid
over the life of the loan and the original loan amount. This mathematical
check validates the accuracy of the amortization table calculations.