Question

The price of a LCD monitor is $1,649. Find the monthly payments commencing at time 0...

The price of a LCD monitor is $1,649. Find the monthly payments commencing at time 0 and continuing for 1.5 years for the purchase if the interest charged is 2% convertible monthly

Homework Answers

Answer #1

Monthly Payment commencing at time 0 = $92.91

Note:

Monthly payment is found using 'PMT' excel function as below

=pmt(rate,nper,pv,fv,type) where

rate = monthly interest rate = 2%/12 = 0.167%

nper = number of months = 1.5*12 = 18

pv = Price = $1,649

fv = 0

type = 1 (since the payment commences at time 0, it represents making payment beginning of the period)

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
2.Which LCD type typically has the fastest response time? Why is a monitor with a slow...
2.Which LCD type typically has the fastest response time? Why is a monitor with a slow response time a poor choice?
A loan is repaid with monthly payments for five years, the payments beginning exactly one year...
A loan is repaid with monthly payments for five years, the payments beginning exactly one year after the loan is made. The payments are each $1,000 in the monthly payments. If the interest rate on the loan is a nominal rate of 6% convertible monthly find the amount of principal in the 42nd paymen
An item costs $9100. It can be purchased by making monthly payments for 2 years with...
An item costs $9100. It can be purchased by making monthly payments for 2 years with the first payment made immediately. If the interest charged is 15% compounded monthly, find the size of the monthly payments rounded up to the next cent.
A perpetuity costs $ 80 (price of perpetuity at ? = 0) and makes annual payments...
A perpetuity costs $ 80 (price of perpetuity at ? = 0) and makes annual payments at the end of the year. The perpetuity pays $1 at the end of year 2, $2 at the end of year 3, ……, and $ ? at the end of year (? + 1). After year (? + 1), the payments remain constant at $ ?. The nominal interest rate is 10% convertible semiannually. Calculate $ ?.
A prize pays $16,000 each quarter for 3 years (12 payments)commencing in exactly 6 months’ time....
A prize pays $16,000 each quarter for 3 years (12 payments)commencing in exactly 6 months’ time. If the appropriate discount rate is 10.0% p.a compounding quarterly, the value of the prize today is (round to nearest cent; don’t use $ sign or commas): [HINT: the annuity is deferred] Select one: a. $160121.20 b. $164124.23 c. $2434800.44 d. $36172.39
Sigmund deposits K at time t = 0. His balance (assuming no deposits or withdrawals) doubles...
Sigmund deposits K at time t = 0. His balance (assuming no deposits or withdrawals) doubles in six years. (a) What is the annual effective discount rate? (b) What is the nominal discount rate convertible bi-monthly (once every two months)? (c) What is the nominal interest rate convertible semi-monthly (twice per month)? (d) What is the nominal interest rate convertible once every two years? (e) What is the force of interest?
2. A debt of $200,000 is to be amortized by making monthly payments for 20 years....
2. A debt of $200,000 is to be amortized by making monthly payments for 20 years. If the interest rate is 4% compounded monthly, find the monthly payment.
An $600,000 Mortgage is amortized by monthly payments over 25 years. The interest rate charged is...
An $600,000 Mortgage is amortized by monthly payments over 25 years. The interest rate charged is 4% compounded semi-annually. 1.What is the size of the monthly payment to the nearest dollars? 2.How much interest paid in the first payment? 3.What is the outstanding balance after the first payment?
Calculate the amount financed, the finance charge, and the monthly payments (in $) for the add-on...
Calculate the amount financed, the finance charge, and the monthly payments (in $) for the add-on interest loan. (Round your answers to the nearest cent.) Purchase (Cash) Price Down Payment Amount Financed Add-on Interest Number of Payments Finance Charge Monthly Payment $2,000 15% $ 14.5% 30 $ $
Consider a 30‐year mortgage on at $400,000 house that requires monthly payments and has an interest...
Consider a 30‐year mortgage on at $400,000 house that requires monthly payments and has an interest rate (APR) of 8% per year. You have $ 50,000 in cash that you can use as a down payment on the house, but you need to borrow the rest of the purchase price.   a) What will your monthly payments be if you sign up for this mortgage? b) Suppose you sell the house after 10 years. How much will you need to pay...