# PRECALC FINANCE PROJECT

### SCENARIO 1

## MONTHLY AMOUNT

Brent can afford only $2,000 each month after paying his taxes, a car payment, and household expenses. Brent earns an annual gross income of $60,000 a year however, approximately 30% of his annual salary goes to taxes. Thus after the taxes are paid off his salary is $42,000 and his monthly net income is $3,500. Brent also has a monthly car payment of $450 and household expenses of approximately $1050 (not given in the rubric but it is important to account for).

**Therefore he has a monthly amount of $2,000**after subtracting the cost of his household expenses and car payment from his monthly net income.## total amount

**The total amount that Brent can afford to borrow $193,413.**The total amount that Brent can afford to borrow is determined by using the present value formula or TVM solver finance app on the calculator.

- Steps for most Brent can afford to borrow using TVM Solver Finance App on calculator:
- N=360 (this the total deposits) 30 years * 12 months = 360
- I=
**4.5% (this is the interest rate for 30 year fixed rate loan) APR for Leawood, Kansas obtained from Zillow.com** - PV=alpha enter (present value) the value of amount that Brent can borrow
- PMT= -980 (this the payment value (-) ) the largest house payment Brent can afford
- FV= 0 (this is future value) Brent does not need to know the FV
- P/Y=12 (payment periods per a yer) will always remain 12
- C/Y=12 (equals the P/Y) will change automatically when entering the P/Y

## minimum payment

**The minimum monthly payments required each month after the mortgage is approved is $906.96.**The mortgage for the house that Brent wants to purchase is approved because it falls within the adequate price range which is $159,000-$228,00 and it is does not exceed the most that he can afford to borrow on the 30-year fixed rate mortgage which is $193,413. The minimum monthly payments that Brent is required to pay is determined by using the present value formula or TVM solver finance app on the calculator.

- Steps for finding the minimum monthly payments using TVM Solver Finance App on calculator:
- N=360 (this the total deposits) 30 years * 12 months = 360
- I=
**4.5% (this is the interest rate for 30 year fixed rate loan) APR for Leawood, Kansas obtained from Zillow.com** - PV= 179,000 (present value) the original cost of the house
- PMT=alpha solve (this the payment value (-) ) the minimum monthly payment
- FV= 0 (this is future value) Brent does not need to know the FV
- P/Y=12 (payment periods per a yer) will always remain 12
- C/Y=12 (equals the P/Y) will change automatically when entering the P/Y

## increased principle

**The time and money that Brent can save by increasing the minimum monthly payment to 15% to borrow on his 30-year fixed rate mortgage is about 7 years and**

**$38,540.40.**The time that Brent can save is determined by using the present value formula or TVM solver finance app on the calculator. The amount of money that Brent can save is determined by subtracting the 15% increased monthly payments times the new total deposits from the original minimum monthly payments times the original total deposits.

- Steps for how much time Brent can save by increasing the minimum monthly payment using TVM Solver Finance App on calculator:
- $906.96*15%=$136.04+$906.96= $1043.00 is the increased monthly payment
- N=alpha solve (this the total deposits) for 15% increased monthly payments
- I=
**4.5% (this is the interest rate for 30 year fixed rate loan) APR for Leawood, Kansas obtained from Zillow.com** - PV=alpha enter (present value) the value of amount that Brent can borrow
- PMT= -1043 (this the payment value (-) ) the largest house payment Brent can afford
- FV= 0 (this is future value) Brent does not need to know the FV
- P/Y=12 (payment periods per a yer) will always remain 12
- C/Y=12 (equals the P/Y) will change automatically when entering the P/Y
- 275.6/12= about 23 years (take total deposits dived by 12 months to find the number of years)
- 30 years originally - 23 years after15% monthly payment increase= 7 years saved

- Steps for how much money Brent can save by using the 15% increased monthly payments:
- (original minimum monthly payments* the original total deposits) - (15% increased monthly payments * the new total deposits) = the money saved from using 15% increased monthly payments
- $906.69*360=$326,408.40 (original minimum monthly payments * the original total deposits)
- $1043.00*276=$287,868.00 (15% increased monthly payments * the new total deposits)
- $326,408.40 - $287,868.00= $38,540.40 (the money saved from using 15% increased monthly payments)

## Research and Calculations for Brent's First Home

Since Brent is buying his very first home in Leawood, Kansas he needs to determine the

**largest house payment he can afford, how much he can borrow on the 30-year fixed rate mortgage, and the price range of houses that he should be looking at.****The largest house payment he can afford is $980**because The Bank of America requires that his house payment be no more than 28% of his net monthly income which is $3,500. Therefore 28% of his net monthly income of $3,500 equals $980 which is then the largest house payment he can afford.**The most Brent can afford to borrow on his 30-year fixed rate mortgage is $193,413.**The total amount that Brent can afford to borrow is determined by using the present value formula or TVM solver finance app on the calculator.- Steps for most Brent can afford to borrow using TVM Solver Finance App on calculator:
- N=360 (this the total deposits) 30 years * 12 months = 360
- I=
- PV=alpha enter (present value) the value of amount that Brent can borrow
- PMT= -980 (this the payment value (-) ) the largest house payment Brent can afford
- FV= 0 (this is future value) Brent does not need to know the FV
- P/Y=12 (payment periods per a yer) will always remain 12
- C/Y=12 (equals the P/Y) will change automatically when entering the P/Y

**The price range of house that Brent should be looking at is $159,000-$228,000**. The price range can be determined by using 5% greater than the 28% of the net monthly income for greatest house payment and 5% less than 28% of the net monthly income for the least least house payment. Then plug the greatest and least house payments in the present value formula or TVM solver finance app on the calculator.Steps for finding the price range using TVM Solver Finance App on calculator

- The least house payment:
- 28%-5%=23% of $3,500= $805 least house payment
- N=360 (this the total deposits) 30 years * 12 months = 360
- I= 4.5% (this is the interest rate) APR for Leawood, Kansas obtained from Zillow.com
- PV=alpha enter (present value) the value of amount that Brent can borrow
- PMT= -805 (this the payment value (-) ) the least house payment Brent can afford
- FV= 0 (this is future value) Brent does not need to know the FV
- P/Y=12 (payment periods per a yer) will always remain 12
- C/Y=12 (equals the P/Y) will change automatically when entering the P/Y

- The greatest house payment:
- 28%+5%=33% of $3,500= $1155 least house payment
- N=360 (this the total deposits) 30 years * 12 months = 360
- I= 4.5% (this is the interest rate) APR for Leawood, Kansas obtained from Zillow.com
- PV=alpha enter (present value) the value of amount that Brent can borrow
- PMT= -1155 (this the payment value (-) ) the least house payment Brent can afford
- FV= 0 (this is future value) Brent does not need to know the FV
- P/Y=12 (payment periods per a yer) will always remain 12
- C/Y=12 (equals the P/Y) will change automatically when entering the P/Y

## brent's first home

### Purchasing his Home

### Thursday, Jan. 2nd, 9pm

### 2012 W 139th Street, Leawood, KS 66224 SOUTH ON STATELINE (TURNS INTO KENNETH RD). TAKE LEFT ON 139TH ST, TAKE A LEFT AT THE "T" INTERSECTION TO BUILDING ON THE LEFT

1st class style + plus "rare" one level living. Nestled in the heart of Leawood & UPGRADED TO THE HILT! Chic kitchen incl: SS appliances, designer countertops, slate bcksplsh & oversized tile fls. Frieze carpet, new lighting, HVAC, INT/EXT paint, hardware & plumbing throughout. Prime location, close to shops & maintenance free!

**Original Price:**

$179,000

$179,000