Answer:
$1.92 million
Explanation:
The value of the subsidy per year = $12,000,000 x 3% = $360,000
Now we have to find the present value of the cash flows using an excel spreadsheet and the net present value function =NPV(discount rate,series of cash flows)
discount rate = 10% (market rate)
cash flows = 8 cash flows of 360,000 each
=NPV(10%,360000,360000,360000,360000,360000,360000,360000,360000) = $1,920,573 ≈ $1.92 million
Answer:
- FICA-social security taxes payable due in 40 days
- Portion of long term note due in 1 month
Explanation:
Current Liabilities refer to obligations owed in a 12 month period. Anything longer is classified as Long Term.
From the options listed the current liabilities will therefore be;
Sales Tax Payable which are the taxes that the government charges on goods and services and it is the responsibility of business to collect these and remit them to the Government on time. This is a current liability as these are remitted quite frequently.
The FICA social security taxes payable due in 40 days is also a current liability due its time period being less than a year.
A portion of a long term loan due in a month will be considered current also due to its time period.
Answer and Explanation:
The preparation of the production budget and The total required production for the year is as follows
<u> One Device </u>
<u> Production budget</u>
<u> For the first four months</u>
<u>Particulars Jan Feb Mar April Year</u>
Expected
unit sales 500 units 800 units 450 units 550 units
Add:
Ending
inventory 160 units 90 units 110 units 120 units
($800 × 20%) ($450 × 20%) ($550 × 20%) ($600 × 20%)
Total
required units 660 units 890 units 560 units 670 units
Less:
Beginning
inventory 100 units 160 units 90 units 110 units
($500 × 20%) ($800 × 20%) ($450 × 20%) ($550 × 20%)
Required
production
units 560 units 730 units 470 units 560 units 2,320 units
Answer:
B) the interest rate is zero and the number of compounding periods decrease.
Explanation:
When you are calculating the present value of a future cash flow if the discount rate (interest rate) is lower, the higher the present value. Also, if the number of periods is shorter, the present value will be higher.
Inversely, a higher discount rate or larger number of periods, the lower the present value.
Since the smallest possible discount rate is 0, then that would maximize the present value, along with shorter periods.
Answer
The answer and procedures of the exercise are attached in the following archives.
Step-by-step explanation:
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
