Answer:
amount paid at a rate of 9% = 90000
amount paid at a rate of 7% = 170000-90000=80000
Explanation:
We have given total amount = $170000
Let amount paid at rate of 9% is x
Then amount paid at a rate of 7% = 170000-x
We know that sum of individual interest will be equal to total interest
So 



So amount paid at a rate of 9% = 90000
And amount paid at a rate of 7% = 170000-90000=80000
Answer:
8.63%
Explanation:
The expected rate of return on the bond can be determined using a financial calculator bearing in mind that the calculator would be set to its end date before making the following inputs:
N=17(number of annual coupons in 17 years)
PMT=100(annual coupon=face value*coupon rate=$1000*10%=$100)
PV=-1120(the current price is $1,120)
FV=1000(the face value of the bon is $1000)
CPT
I/Y=8.63%
EXCEL APPROACH:
=rate(nper,pmt,-pv,fv)
nper=N=17
=rate(17,100,-1120,1000)
rate=8.63%
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:
manufacturing overhead
Explanation:
Since the manufacturing overhead comprises of all the indirect cost related to the factory like - depreciation on factory equipment, property taxes, indirect labor, indirect material, manager salary who worked for factory, etc
Since indirect labor has come under the manufacturing overhead so, the same is debited to manufacturing overhead as indirect labor is incurred