Answer:
<u>Monthly housing payment 2,033.22</u>
Explanation:
We need to calculate the monthly cuota of the mortgage
It will be the cuota of a 30 year annuity at 7.5 rate
We should convert the year in month and the rate in monthly, because the payment are monthly.
time= 30 year so 30 x 12 = 360 months
rate = 0.075 / 12 = 0.00625 monthly
Present Value = 225,000
C = $1,573.23
Now we will calculate the propert taxes, insurance per month
2,050 / 12 = 170.83
530 / 12 = 44.16
1,573.23 + 170.83 + 44.16 + 245 = 2,033.22
Answer:
C. $52,100
Explanation:
Account Receivables On December 31, 2016,
= $53,800
Estimate of receivables that will not be collected is an indication of receivables gone bad.
Such receivables are usually written off the books by Crediting account receivables and debiting bad debit expense.
If it is only probable that the receivables may not be collected, the entries would be credit to allowance for bad debt and a debit to bad debt.
In this instance, the debt will not be collected hence
Debit bad debt expense $1,700
Credit Trade receivables $1,700
Being entries to recognize receivables that will not be collected.
Account receivables adjusted balance = $53,800 - $1,700
= $52,100
Answer:
yes
Explanation:
to see the income and costs of the business
Answer:
The answer is 7.37%
Explanation:
Solution
Given that
Bond per value = future value =$1000
The current price = $1,066.57
Time = 22 years * 2
=44 semi-annual periods
The year of maturity = 6.78%/2 = 3.39%
Thus
The coupon rate is computed by first calculating the amount of coupon payment.
So
By using a financial calculator, the coupon payment is calculated below:
FV= 1,000
PV= -1,066.57
n= 44
I/Y= 3.39
Now we press the PMT and CPT keys (function) to compute the payment (coupon)
What was obtained is 36.83 (value)
Thus
The annual coupon rate is: given as:
= $36.83*2/ $1,000
= $73.66/ $1,000
= 0.0737*1,00
=7.366% or 7.37%
Therefore 7.37% is the bond's coupon rate.