John takes a loan to buy a house, the borrowing amount is $376,489, and the annual percentage rate (APR) is fixed to be 3.43% for 30 years, monthly interest rate (1+3.43/100)^(1/12)-1. He pays monthly with a fixed value, calculate the total amount John has to pay in 30 years. $ 3.543e5 meaning 3.543x105, -4.321E-3 meaning -4.321x10-3. The default format is the normal format. If not mentioned, use normal format. You can search for an equation, or solve numerically, or search an online loan calculator. 10% error is allowed. L4 sig. figures in exponential format, e.g.

John takes a loan to buy a house, the borrowing amount is $376,489, and the annual percentage rate (APR) is fixed to be 3.43% for 30 years, monthly interest rate (1+3.43/100)^(1/12)-1. He pays monthly with a fixed value, calculate the total amount John has to pay in 30 years. $ 3.543e5 meaning 3.543x105, -4.321E-3 meaning -4.321x10-3. The default format is the normal format. If not mentioned, use normal format. You can search for an equation, or solve numerically, or search an online loan calculator. 10% error is allowed. L4 sig. figures in exponential format, e.g.

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Ivan is looking to purchase a home that costs $ 160,000. The interest rate is currently at 3.7%. Use the monthly payment formula below to find Ivan's monthly mortgage payment for the next 30 years. M = P)(1+)¹²t (1+)12t_1 Emilio's savings account had a balance of $621.96 at the end of July. During August, he made three savings account deposits of $83.11, $52.89, and $307.84 and one withdrawal of $129.00. At the end of August his account earned $11.50 in interest. Will Emilio meet his savings account goal of $1,000 by September 1st?
Lauren deposited $10,000 today. He plans to withdraw $1100 every year. For how long can she withdraw from the account starting 1 year from now if interest is 89% compounded annually? State your answor in years and months (trom 0 to 11 months) This is an example of OA Compound Interest Problem (PMT-0) OB. Payout Annuity Problem (FV0) OC. Savings Annuity Problem (PV= 0) The TVM variable being solved is OA PMY OB. n Use your TVM solver to answer the following questions (a) It will take years to depelete the account Round UP to the nearest whole period (b) She can make withdrawals for year(s) and month(s) Answers should be whole numbers with months is between 0 and 11 CHES O.C. FV OD. PV
Noor is buying a home with a $200,000 mortgage using a 5.5 percent, 30-year loan. How much of the first month's payment will go toward the principal if the payment per $1000 on this loan is $5.6779? O a. $917 O b. $219 O c. $0 O d. $538
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Gunther has to pay a loan he took out after a term of 5 years. If the principal amount is at $215 000 and the total amount he has to pay is $275 000, what was the interest rate of his loan (if compounded quarterly)?
Andy Reid wants to buy a new home that costs $375,000. He can borrow money from the bank at an interest rate of 6.8% compounded monthly. The mortgage is for 30 years and requires monthly payments. What is Andy's monthly mortgage payment? Multiple Choice O $2,811.43 $2.44472 $1,041.67
a
I need the answer as soon as possible
Gerritt wants to buy a car that costs $27,000. The interest rate on his loan is 5.35 percent compounded monthly and the loan is for 5 years. What are his monthly payments? Multiple Choice (select the correct answer) $511.58 $539.56 $496.74 $513.86 $524.73
To buy a house. John takes out a fixed rate amortizing mortgage of 270000 for 20 years, with an annual percentage rate of 9% compounded monthly. what will be be john's required monthly payment? _
1. Ginny took out a 3-year loan of $5800 for her son's wedding at an annual interest rate of 4.1% compounded monthly. a) What is Ginny's monthly payment on this loan? $. N = 1% = PV = PMT= 2. b) After making payments for 14 months, Ginny decided to repay the loan in full. Use this information and the monthly payment, found above, to calculate her payoff amount (PV) on the loan. FV = P/Y = C/Y = PMT: END BEGIN How many payments does Ginny have left (Win the TVM Solver below)? The payoff amount (PV) will be $ N = 1% = PV = PMT= FV = P/Y= C/Y = PMT: END BEGIN A career counselor decides to make monthly payments of $170 on credit card debt of $6845.21 and discontinue using the credit card. Assuming the annual interest rate is 22.3%, how many months will it take her to repay the debt? Round UP to the nearest month. "Hint: Make PMT a negative
Jack takes out a mortgage for $725,000 at an interest rate of i(2) = 7.250%. The amortization period is 30 years. What is his weekly payment? a. $1,182.96 b. $1,126.62 C. $923.83 d. $1,171.69 e. $957.63

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