hi how do i solve this please explain
Loan amount = 350,000
Term of loan = 20 years
Number of monthly payments = n = 20 years * 12 = 240
Annual interest rate = 9%
Monthly interest rate =r = 9%/12 = 0.75% = 0.0075
Loan payment = (Loan amount*r) / {1-(1+r)-n}
Monthly loan payment = (350000*0.0075)/(1-1.0075-240)
Monthly loan payment = 2625/0.8336 = 3149.04
Hence, correct answer is B. 3149.04
hi how do i solve this please explain You are considering buying a new home. You...
hi please can someone say how to solve this Question 14 You are considering buying a new home. You will need to borrow 350,000 to purchase the home. A mortgage company offers you a 20-year fixed rate at 9% (as an APR with monthly compounding). If you borrow the money from this mortgage company, your monthly payment will be closest to:
hi please explain step by step how to solvw this and the name of the formula used thank you Youf are considering buying a new home. You will need to borrow 350,000 to purchase the home. A mortgage company offers you a 20-year fixed rate at 9% (as an APR with monthly compounding). If you borrow the money from this mortgage company, your monthly payment will be closest to:
please no stupid indian excel answers, please explain step by step how to answer this with explanations thank you and again i remind no stupid indian who thinks they are the smartedt in the world with financial calculqtors thank you You are considering buying a new home. You will need to borrow 350,000 to purchase the home. A mortga t 9% (as an APR with monthly compounding). If you borrow the money from this mortgage company, your monthly payment wilkbe...
You are considering purchasing a new home. You will need to borrow $250,000 to purchase the home. A mortgage company offers you a 15 year fixed rate mortgage (180 months) at 3% APR. If you borrow the money from this mortgage company, your monthly mortgage payment will be closest to: $1,660 $1,726.45 $7,536.85 $2,535
14) 14, You are considering purchasing a new home. You will need to borrow $270,000 to purchase the home. A mortgage company offers you a 20-year fixed rate mortgage at 6% APR. If you borrow the money from this mortgage company, your monthly mortgage payment will be closest to: A) S3094 B) $1934 C) SI547 D) $2708 15) 15. A bank offers a loan that will requires you to pay 8% interest compounded semiannually. Which of the following is closest...
D) 7.9% You are considering purchasing a new home. You will need to borrow $270,000 to purchase the home. A mortgage company offers you a 20- year fixed rate mortgage at 6 % APR. If you borrow the money from this mortgage company, your monthly mortgage payment will be closest to: 14) A) $3094 B) $1934 C) $1547 D) $2708 5 A bank offers a loan that will requires you to pay 8% interest compounded semiannually. Which of the following...
You are considering the purchase of a home and need to determine your payments, if you borrow $100,000 at 6% annual interest rate for 30 years how much is your annual mortgage payment? Also, determine the monthly mortgage payment.
You have just made an offer on a new home and are seeking a mortgage. You need to borrow $ 591 comma 000. a. The bank offers a 30-year mortgage with fixed monthly payments and an interest rate of 0.46 % per month. What is the amount of your monthly payment if you take this loan? b. Suppose you take the 30-year mortgage described in part (a). How much will you still owe on the mortgage after 15 years?
10) An investment will pay you S120 in one year and $200 in two years. If the interest rate is 7%, what is the present value of these cash flows? A) S294.69 B) $286.84 C) $299.07 D) $320.00 11. A bank is negotiating a loan. The loan can either be paid off as a lump sum of $120.000 at the end of five years, or as equal annual payments at the end of each of the next five years. If...
10) An investment will pay you 51 20 in one year and $200 in two years. If the interest rate is 7%, what is the present value of these cash flows? A) $294.69 B) $286.84 C) $299.07 D) $320.00 10) 11). TU) A bank is negotiating a loan. The loan can either be paid off as a lump sum of $120,000 at the end of five years, or as equal annual payments at the end of each of the next...