In order to buy a car worth $25,000 a monthly payment of $622.12 is required.
Mortgages are one type of loan that frequently has a structure that calls for a stream of identical monthly payments. The lender can assess whether the customer's budget can support equal monthly payments by doing so.
Suppose the monthly payment is M.
With 9 percent APR, the effective monthly rate is 9%/12 = 0.75%.
There will be 12 x 4 years, or 48 monthly payments.
The face value of the loan must be equal to the present value of these monthly payments, or

which yields M = 622.12.
If you only paid interest, the monthly payment would be calculated as follows: principal * monthly interest rate (9% /12) = 25,000*0.75% = 187.5.
The results would be that after five years, you would still owe the whole amount of $25,000 and would have to pay $11,250 in interest.
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Answer:
Coupon rate is 7.41%
Explanation:
Using the price formula , the yield to maturity can be calculated first of all:
Bond price=coupon interest /yield to maturity
Bond price is $1080
coupon interest is 8%*$1000=$80
$1080=$80/yield to maturity
$1080*yield to maturity=$80
yield to maturity=$80/$1080
=7.41%
However if the price of the bond becomes the par value, the coupon rate can be calculated thus:
$1000=coupon payment/7.41%
coupon payment =$1000*7.41%
coupon payment=$74.1
coupon rate=$74.1/100=7.41%
Answer: periodic inventory system
Explanation:
The type of inventory system used by Badger Enterprises is the periodic inventory system. The periodic inventory system is an inventory whereby updates are usually done on periodic basis.
In the periodic inventory system, physical count of inventory is done at specific intervals. This is the method used by the company in the question.