Answer:
The correct option is C,$500
Explanation:
The amount of interest accrual is the interest on the sum borrowed from October 1 2016 to 31 December 2016,that is 3 months of interest,which is computed below:
Accrued interest =principal*stated interest rate*number of accrued months/12
principal is $25,000
stated interest is 8%
number of accrued months is 3
accrued interest =$25,000*8%*3/12=$500
The accrued interest is to be debited interest expense because it is an increase in expense and credited to interest payable as a liability
Answer:
because he was not a big boss voting in his own version and was just about the same questions that he was doing in his first place to help him out
Answer:
discount yield=7.17%
bond equivalent yield=7.34%
effective annual yield =7.64%
Explanation:
Discount yield =discount /face value*360/t
where t is the number of days to maturity
discount =face value -issue price
discount=100-97.63
discount=2.37
discount yield =2.37/100*360/119
discount yield=7.17%
bond equivalent yield=(1+periodic yield)^360/t-1
periodic yield =discount/face value=2.37/100=2.37%
bond equivalent yield =(1+2.37%)^(360/119)-1
bond equivalent yield=7.34%
effective annual yield=(1+HPY)^365/t-1
Holding period yield (HPY)=discount/price=2.37/97.63
HPY=2.43%
effective annual yield=(1+2.43%)^(365/119)-1
effective annual yield =7.64%
Answer: $126,613
Explanation:
Net Present value of Project A is:
= Present value of $50,000 annuity + Present value of residual value - Initial investment
Present value of $50,000 annuity:
= 50,000 * ( 1 - ( 1 + rate)^-number of periods) / rate
= 50,000 * ( 1 - ( 1 + 12%) ⁻⁸) / 12%
= $248,382
Present value of residual value:
= 8,000 / ( 1 + 12%)⁸
= $3,231
Net present value
= 248,382 + 3,231 - 125,000
= $126,613
