After completing a bachelors degree, you have $15,000.00 in student loans to pay back at an interestrate of 2.25% for 6 years.Follow the steps to show work used to calculate the monthly payment on this loan.Enter the values needed for the LEFT and RIGHT sides of the amortization formula.LOOK AT YOUR FORMULA SHEET.Be sure to use parentheses as shown in class and * to show multiplication:LHS:RHS: pymt.HintHintNow simplify the expressions from above and enter the final values for both sides below,keeping at least 6 decimal places:= pymt.Finish your calculation of the payment and enter your result, rounded to the nearest penny, in thetable below. Then use the information to complete missing values in the table.SEE THE VIDEO BELOW IF YOU NEED HELP WITH THE TABLE(Round to the nearest cent)MonthMonthly Payment Interest on Prior BalancePrincipleOutstanding Balance123Question Help: Video

Calculating the Monthly Payment on a Student LoanWe can calculate the monthly payment on the student…

Answered: After completing a bachelors degree,…

Corporate Fin Focused Approach

5th Edition

ISBN:9781285660516

Author:EHRHARDT

Publisher:EHRHARDT

Chapter4: Time Value Of Money

Section4.17: Amortized Loans

Problem 1ST

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For the following economic calculations, write the factors (multipliers) that should be used,in (i) using the parameter values, and in (ii) calculate the result by showing your computations. Write the results you find in the spaces left. (Use factors for your calculations.)EXAMPLE: If you deposit $ 100 to a bank account that earns 8% annual interest, how much money will you have in this account after five years?(i)(F/P, 8%, 5) (ii)146.93100 * (F/P, 8%, 5) = 100 * 1.4693 = 146.93 TLa. You plan to take a credit with $1500 installment size per year with an annual interest rate of 8% over six years from a bank. What is the amount of your current credit?(i) (ii)b. A bank is required to deposit money for four years with an interest rate 10%. The money deposited at the end of the first year is 6000 TL and the amount of money deposited in the next three years will be reduced by 500 TL every year. How much money will be in the bank at the end of the fourth year?(i) (ii)
Using manual formulas and not excel:
| (a) Find the amount of an original one-time deposit to make into an account that pays 1.2% APR compounded monthly, in order to have a balance in the account after 20 years of $4,000. Show the work and steps being sure to have two sides of any formula or equation from start to finish. End with an equation stating your exact answer. Then, skip two lines. (b) Interpret your answer from (a) to write a short direct sentence equivalent. Then, skip three or four blank lines as space before the next problem.
please help
You invest $ 500 today and receive $ 750 at the end of 5 years. a. DETERMINE the internal rate of return, using hand interpolation. Write answer to 2 decimal places. b. SUBMIT the procedures via the spreadsheet icon. Show all your computations. -
Liam needs to calculate the monthly payment for a loan to purchase the Charles Street property. Calculate the payment as follows: a) For the nper argument, use the Term_in_Months (cell D5) to specify the number of periods. b)For the pv argument, use the Loan_Amount (cell B8) to include the present value. c)Insert a negative sign (-) after the equal sign in the formula to display the result as a positive amount.
For TVM calculator: Write each known variable’s value as it appears in the calculator and use a question mark for the missing variable. Then, in the space provided write the missing variable’s value, as it appears in the calculator. Finally, write your final answer in context, with units, as a complete sentence. Herman is looking to invest $5,000 in an account that earns 3.7% annual interest compounded semi-annually. If Herman plans to regularly deposit semi-annual payments of $1,575 into the account, how much is the account worth after 30 years? N=60 I= 3.7 PV=5000 PMT= 1575 FV= ? P/Y=2 C/Y=2 Missing Variable Value __________________ Context Sentence:
You have just been hired as a loan officer at a national bank. Your first assignment is to calculate the amount of the periodic payment (in $) required to amortize (pay off) the following loan being considered by the bank (use Table 12-2). (Round your answer to the nearest cent.) LoanPayment PaymentPeriod Term ofLoan (years) NominalRate (%) Present Value(Amount of Loan) $ 2,582 every month 1 1 4 6 $30,000 loan payment wrong needs correction
Please give me a specific solution don't use excel. 1. You took out a loan that must be repaid with level payments at the end of each year. The loan has an annual effective rate of interest of 6%. The outstanding balance at the end of the seventh year was $22,000 and the outstanding balance at the end of the tenth year was $18,000. What is your payment on the loan? Round your answers to two decimal places. 2.You take out a loan that must be repaid with level payments made at the end of each of the next 14 years. The loan has an annual effective rate of interest of 7%. You know that P8 = $854.50. Compute the following. Round your answers to two decimal places. a) Payment ? b) Loan Amount ?
You have taken out a loan of $23,000 for 4 years with an interest rate of 4% compounded annually. The loan will be repaid by end of year payments. Fill in all the boxes below, and round all entries to the nearest cent. Enter only positive values for ALL ANSWERS. Annual payment: $ Payment Number 0) 1) 2) 3) 4) Total Amount Paid $ 6,336,30 x same as above same as above $ Interest Paid SA SA A +A +A Principal Repaid SA SA +A Outstanding Balance $23,000 SA GA SA
Your supervisor has tasked you with evaluating several loans related to a new expansion project. Using the PVIFA table (table 9.4 in the textbook), determine the annual payment on a $365,900, 7% business loan from a commercial bank that is to be amortized over a five-year period. Show your work. Does this payment seem reasonable? Explain.
All the remaining questions are based on the following scenario: You take out an $19,000.00 car loan that calls for 48 monthly payments at an APR of 6.7%. Complete an amortization table and answer the following questions. You must complete the amortization table to answer the questions (otherwise your answers could be off due to rounding error... all totals are based on intermediate numbers that have not been rounded). The answer you enter must be rounded (correctly) to two decimal places. You do not need to include commas or dollar signs in your answer. For example, the end balance after 41 months would be entered as 3096.82 What is your loan payment?

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