Name a worksheet as 'Goal Seek' and label cells as shown below
A |
B |
Loan Repayment |
Base Scenario |
Interest Rate |
|
# of Payments |
|
Principal |
|
Payment |
|
Total Payment |
|
Total Interest |
Using the following values, calculate Payment, Total Payments, and Total Interest for your Base Scenario. Format all payment fields as currency ($) with appropriate decimals and format all other fields correctly. Payment is assumed at the beginning of the period.
Interest Rate – 4.34% (annual interest rate)| # of Payments - 360 (30-year mortgage) | Principal - $875,950 (1 pt)
When you present these figures to your clients, they say the maximum monthly payment they can - afford is $3750.50. Using the same initial values for Interest Rate, # of Payments, and Principal, use Goal Seek to adjust the following variables for the maximum payment the client can afford (i.e., you need to create three scenarios, label them 'Revised 1', 'Revised 2', 'Revised 3'):
Revised 1 - Principal (1 pt)
Revised 2 - # of Payments (1 pt) – Make it a whole number, ROUNDUP
Revised 3 - Interest Rate (1 pt) – 2 decimal points
1 | B | C | D | E | F |
2 | A | B | |||
3 | Loan Repayment | Base Scenario | |||
4 | Interest rate | 4.34% | |||
5 | # of payments | 360 | |||
6 | Principal | $ 8,75,950.00 | |||
7 | Payment | $ 4,355.43 | -PMT(C4/12,C5,C6) | ||
8 | Total payment | $ 15,67,953.02 | =C7*C5 | ||
9 | Total Interest | $ 6,92,003.02 | =C8-C6 | ||
10 | (ii) | ||||
11 | Payment = | $ 3,750.00 | |||
12 | Revised 1 = | ||||
13 | Principle | $ 7,54,188.73 | -PV(C4/12,C5,C11) | ||
14 | Revised 2 = | ||||
15 | # of payments | 169.6259034 | -NPER(C4/12,C11,C6) | ||
16 | Revised 3 = | ||||
17 | Interest Rate | 3.120% | =RATE(C5,C11,-C6)*12 |
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