The monthly payments, given the selling price, the down payment, and the rate is, D. $540.17
<h3>How to find the monthly payment?</h3>
First, find the loan amount:
= Selling price - down payment
= 104, 000 - 24, 000
= $80, 000
The monthly payment is an annuity because it is constant. To find this annuity, find the monthly periodic rate and the number of monthly periods:
Monthly rate :
= 6.5% / 12
= 6.5%/12
The number of periods is:
= 25 x 12
= 300 months
Then put this into an annuity calculator to find the monthly payment to be:
= Loan amount / Annuity factor
= 80, 000 / 148.1
= $540.17
Find out more on monthly payment at brainly.com/question/27926261
#SPJ1
Answer:
A, Offer a guarantee for the customer's complete satisfaction.
Explanation:
SInce services are inseperable beacuse there cannot be trials unlike in some goods, the only way to keep a customer's mind at rest over the service he or she is getting to give a guarantee as to the quality of the service such that the customer is satisfied and can purchase the service.
For example, giving a customer a time frame for the durability of a service and also a consideration for re-service before the set or supposed time is a way of giving customer guarantee about a service he or she is purchasing
.
Cheers.
Answer:
Make $200,000 in less than two month (Send me a message if interested)
If I told you that you could turn your spare time into a side-income online business, would you be interested?
I recently became introduced to two guys that were able to make $960,824.41 within 31 days. These guys are “anti-gurus”... they’re everyday guys. Their students have generated millions, too. And they also helped me to make over $200,000 in less than 2 months
I was able to convince them to show you how they did it on a free training event this week.
They’re sharing this for the first time and will show you how to turn your spare time into a $100,000.00 online side business.
The best part? You can do this with NO experience / technical skills.
Explanation:
Answer:
let try validity as the rightful answer.