Prerequisite Knowledge:
Basic knowledge about Functions in Excel (How it works, how do we write a function, etc)
Solution:
Since the question has already informed us to use the PMT function to calculate the monthly payments, we will be using the PMT function usin C6 as the monthly interest rate (rate), C8 as the total number of payments (nper), and C4 as the loan amount (pv) as mentioned in the question.
The reason is, Payments are always considered something we give to the lender/bank. So, Excel returns it as a negative number. To make it a positive amount, we pass the PV value as a negative one as follows:
=PMT(D6,D8,-D4)
We can simply copy paste the formula from D9 and it would work fine.
However, here are the formulae for each.
E9: =PMT(E6,E8,-E4)
F9: =PMT(F6,F8,-F4)
NOTE: There are no Instructions given in here in this uploaded question for the values to be written in C15 to F15. If such is the case, we can assume it to just be the sum of the data present above. Example, C15=C12:C14. After which, you may copy the same formula for D15 to F15.
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Enter a formula in cell C9 using the PMT function to calculate the monthly payment on...
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On the Loan worksheet, in cell C9, enter a PMT function to calculate the monthly payment for the Altamonte Springs 2015 facilities loan. Ensure that the function returns a positive value and set the references to cells B5 and B6 as absolute references.
on a loan worksheet in cell c9 enter a PMT function to calculate the monthly payment for the Altamonte Springs 2018 facilities loan. Ensure that the function returns a positive value and set the references to cells B5 and B6 as absolute references.
Use the PMT function in Excel to compute the monthly payment on a $328000 business loan at an annual interest rate of 7.15% over 20 years, where the interest is compounded monthly. Hint: The PMT (Payment) function is entered in Excel as =PMT(Rate, Nper, Pv, Fv, Type) Fv and Type are not necessary. Ignore them. Enter the amount of your monthly payment below. Do not include the dollar sign ($)
1. In Cell D8 create formula PMT=PV/((1-1/(1+k)^n)/k), to
calculate the periodic payment on a loan.
2. In cell F8 use built-in function =PMT(k,n,PV). You should get
identical answers.
3. Create amortization table (use absolute and relative
addressing where appropriate).
4. Print worksheet.
5. Change loan amount and the rate (everything should adjust
automatically) and print it again.
6. Print the cell formulas (force to one page).
7. Write report and explain all formulas and procedures.
8. Submit four printouts.
PMT=$1589.99...
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You wish to buy a car for $12,000 at a 5% annual interest rate,
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appropriately. (There is no need to create a monthly payment table,
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In Chapter 1 of the text we looked at calculating a monthly payment for a loan. A related formula is to calculate the amount accruing when regular payments are made into an interest bearing account - often called the Savings Plan formula. (A is the accrued amount after t years of making regular payments, PMT, into an account at interest rate, r%, compounded ntimes each year.) A(t) = PMT·((1 + r/N)N·t - 1)/(r/N) = PMT*((1 + r/N)^(N*t) - 1)/(r/N) The...
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