Answer:
$600,000
Explanation:
For computing the overhead applied first we have to find out the predetermined overhead rate
Predetermined overhead rate = (Total estimated manufacturing overhead) ÷ (estimated machine hours)
= $800,000 ÷ 200,000 hours
= $4
Now the overhead applied is
= Actual direct labor-hours × predetermined overhead rate
= 150,000 hours × $4
= $600,000
Answer:
=E7*C2/2
Explanation:
The interest expense will be the carrying value of the bond times the effective interest rate.
On cell C8 we have the interest expense
On E7 we have the carrying value which is the outstanding balance.
Then, on C2 we got the effective rate
As this is an annual formula, we must divide by two to convert to semiannual rate.
A file is attached for how the excel sheet looks like
Answer:
$47,500
Explanation:
Since the payment is made monthly in advance for the period of 5 years, therefore the present value of annuity formula shall be used for the purpose of calculating the Present value of lease, which is given as follow:
Present value of annuity=R+R[(1-(1+i)^-n)/i]
In the given question
R=Rent per month paid in advance=$1,000
i=interest compounded monthly=10%/12=0.83%
n=number of payments involved=(12*5)-1=59
Present value of annuity=1,000+1,000[(1-(1+0.83%)^-59)/0.83%]
=$47,500
The general liabilities? could just be liabilities.
With the absence of the options to choose from, lets look at general results of using cost-benefit analysis.
Explanation:
using cost-benefit analysis is a strategic way of making decisions based on cost and benefit solely.
Ideally any investment or strategic decision to be made by an institution needs a cost-benefit analysis.
This is done by listing all the projected resources needed to take up the strategic objective and costed. After which another list is made of the potential benefit that is likely to come to the organisation.
When the two is compared we say <em>you are making cost-benefit </em>analysis.
More often without secondary reasons, the option with the highest benefit over cost is chosen.
This cost and benefit analysis are made both qualitatively and quantitatively.
Quantitatively methods such as NPV are used.
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