The table below shows a mortgage lender's interest rates and monthly payments for different credit scores.Mortgage loan amount: $345,000Length of the loan: 15 years Credit score Rate Monthly payment660 – 679 5.33% $2788680 – 699 5.18% $2761700 – 719 5.11% $2748720 – 739 4.97% $2723+740 4.85% $2701Christine's credit score is 746. Tom's credit score is 712. Answer the following questions.(a)What interest rates will the lender offer Christine and Tom?Christine: %Tom: %(b)Who will have a lower monthly payment, and by how much?ChristineChristine'smonthlypaymentwillbelowerby$.TomTom'smonthlypaymentwillbelowerby$.(c)A more positive credit history usually results in a higher credit score. Which statement explains why it is important to establish a positive credit history?Higher credit scores usually mean lower monthly payments for mortgage loans.Higher credit scores usually mean higher monthly payments for mortgage loans.
Question
The table below shows a mortgage lender's interest rates and monthly payments for different credit scores.Mortgage loan amount: 2788680 – 699 5.18% 2748720 – 739 4.97% 2701Christine's credit score is 746. Tom's credit score is 712. Answer the following questions.(a)What interest rates will the lender offer Christine and Tom?Christine: %Tom: %(b)Who will have a lower monthly payment, and by how much?ChristineChristine'smonthlypaymentwillbelowerby.(c)A more positive credit history usually results in a higher credit score. Which statement explains why it is important to establish a positive credit history?Higher credit scores usually mean lower monthly payments for mortgage loans.Higher credit scores usually mean higher monthly payments for mortgage loans.
Solution
(a) The interest rates that the lender will offer Christine and Tom are as follows:
Christine: 4.85% Tom: 5.11%
(b) Christine will have a lower monthly payment. The difference between Tom's monthly payment and Christine's monthly payment is 2701 = 47.
(c) The statement that explains why it is important to establish a positive credit history is: "Higher credit scores usually mean lower monthly payments for mortgage loans." This is because a higher credit score indicates to lenders that you are less of a risk, which can qualify you for lower interest rates. Lower interest rates, in turn, result in lower monthly payments.
Similar Questions
The table below shows a mortgage lender's interest rates and monthly payments for different credit scores.Mortgage loan amount: $375,000Length of the loan: 30 years Credit score Rate Monthly payment660 – 679 3.96% $1782680 – 699 3.86% $1760700 – 719 3.81% $1749720 – 739 3.74% $1735+740 3.62% $1709Isabel's credit score is 691. Chau's credit score is 754. Answer the following questions.(a)What interest rates will the lender offer Isabel and Chau?Isabel: %Chau: %(b)Who will have a lower monthly payment, and by how much?IsabelIsabel'smonthlypaymentwillbelowerby$.ChauChau'smonthlypaymentwillbelowerby$.(c)A more positive credit history usually results in a higher credit score. Which statement explains why it is important to establish a positive credit history?Mortgage lenders usually offer higher interest rates for higher credit scores.Mortgage lenders usually offer higher interest rates for lower credit scores.
Frank and Jasmere are both shopping for a new car. They are looking for a $20,000 loan to pay for the new car that they will pay back over a five year period. Frank has a credit score of 730 and Jasmere has a score of 600. Which of the following statements is TRUE?*1 pointOver the five year period, Jasmere and Frank will pay the same amount for the car loanFrank's monthly payment on the auto loan will be about $100 more than Jasmere's paymentJasmere's monthly payment on the loan will be about $100 more than Frank's paymentLenders are not allowed to charge people different interest rates based on their credit scores
What will be the monthly payment on a $75,000 30-year home mortgage at 1% interest per month?Question 4Select one:a.$771.46b.$775.90c.$1,028.61d.$1,034.53e.None of these is correct
CNBC.com reported mortgage applications increased 9.9% due to a decrease in the rate on 30-year fixed-rate mortgages. Joe Sisneros wants to purchase a vacation home for $320,000 with 20% down. Calculate his monthly payment for a 30-year mortgage at 6.0%. Calculate total interest.
Simon has taken a 20-year, $252,000 mortgage on his house at an interest rate of 6% p.a., compounded annually. What is the remaining balance of the mortgage after the payment of the fifth annual instalment? $129,987.19 Correct Answer $213,383.05 You Answered $142,156.38 $250,707.02
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.