High School

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**Mortgage**

1. Assume Sam borrowed $120,000 for a home mortgage, to be repaid at 8% interest over 3 years with monthly payments. Answer the following questions:

a. How many monthly payments does Sam have to make for 3 years?

b. How much is the monthly payment?

c. How much is the interest payment for the third month?

d. How much interest is paid over the life of the loan?

- *Hint:* Study the class Excel example on a mortgage payment.

- Annual percentage rate (APR) = ??

- Monthly discount rate (rate) = ??

- Number of payments (Nper) = ??

- Monthly payment (pmt) = ??

- `pmt(rate, nper, pv, fv = 0, type = 0) = ??`

- Work out the monthly payment schedule for the next 3 years.

2. **Mortgage-1**

- How much is the monthly discount rate?
- 4.00%
- 8.00%
- 0.67%
- 1.00%

3. **Mortgage-4**

- Out of the second monthly payment, how much goes to the principal deduction?
- 2980.10
- 2960.36
- 2978.56
- 2999.97

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**Retirement Planning**

1. Billy Petty, 56, just retired after 31 years of teaching. He has a husband and two children who are still dependent. He receives a $150,000 lump sum retirement bonus and will receive $2,800 per month from his retirement annuity. He has saved $150,000 in a 403(b) retirement plan and another $100,000 in other accounts. His 403(b) retirement plan is invested in mutual funds, but most of his other investments are in a bank account earning 2 or 3% annually.

a. Bill has asked your advice on where to invest his lump-sum bonus and other accounts now that he has retired. He also wants to know how much he can withdraw per month, considering he has two children and a nonworking spouse. His current monthly expenses total $5,800. He is not eligible for Social Security until age 62, when he will draw approximately $1,200 per month; however, he would rather defer drawing on Social Security until age 67 to increase his monthly benefit amount to $1,900.

2. The following questions are based on the above information.

a. **Retirement - 2**

- Ignoring his social security benefit, is the amount determined in question 1 sufficient to meet Bill’s current monthly expenses (keep in mind that he will receive a pension of $2,800 per month)? If not, how long will his retirement savings last if his current expenses remain the same?

- *Hint:* Draw $3,000 monthly till n years. Can he reach age 86?

- `NPER(rate = ?, nper = ?, pmt = 5800 - 2800, pv = -400,000, fv = 0, type = ??)`

- `n = nper / 12`

- 16.25

- 30.55

- 20.25

- 30.00

3. **Retirement - 4**

a. Consider the information and assume Bill will keep the current expense at $5,800. He can draw $5,800 - $2,800 = $3,000 till age 62, and then draw x amount till age 86 (another 24 years).

- *Hints:* We can first solve the ending balance at the age of 62.

- `Ending amount at age 62 = FV(rate = ??, nper = ??, pmt = -3000, pv = 400,000, type = 0)`

- Then, we can solve x.

- `x = PMT(rate = ??, nper = ??, pv = (Ending amount at age 62), fv = 0, type = 0)`

- The total monthly income after age 62 till age 86 = x + 1200.

- How much is the total monthly income?

- 5720.94

- 5278.90

- 5902.35

- 5800.00

4. **Retirement - 5**

a. In the previous questions, can Bill cover the expenses if he claims a benefit at age 62?

b. If he claims social security benefits at age 67, he would get a monthly paycheck of $1,900. If he draws $5,800 - $2,800 = $3,000 till age 67, and then draws y amount till age 86 (another 19 years).

- The total monthly income after age 67 till age 86 = y + 1900.

- How much is the total monthly income if he claims a social benefit after age 67? Can he cover the expenses of $5,800?

- 5829.21

- 5818.21

- 5800.00

- 5780.63

Answer :

Mortgage-1: The monthly discount rate is 0.67%.

Mortgage-4: Out of the second monthly payment, $2978.56 goes to the principal deduction.

For Mortgage-1, we need to calculate the monthly discount rate. Since the annual interest rate is 8%, we divide it by 12 to get the monthly rate, which is 0.67%.

In Mortgage-4, we use the formula provided to calculate the amount going towards the principal deduction for the second monthly payment. By working out the schedule, we find that $2978.56 is the amount deducted from the principal.

For more questions like Payment click the link below:

https://brainly.com/question/15136793

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