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lys-0071 [83]
3 years ago
13

Dobler Company uses a periodic inventory system. Details for the inventory account for the month of January 2022 are as follows:

Units Per unit price Total Balance, 1/1/2022 300 $5.00 $1,500 Purchase, 1/15/2022 150 5.30 795 Purchase, 1/28/2022 150 5.50 825 An end of the month (1/31/2022) inventory showed that 240 units were on hand. If the company uses FIFO and sells the units for $10 each, what is the gross profit for the month?
Business
2 answers:
RUDIKE [14]3 years ago
6 0

Answer:

Option D $1,190 is correct

Explanation:

Total units available 400 =200+100+100

Less: Ending inventory 160  

Units sold 240  

Sales revenue 2400 =240*10

Less: Cost of goods sold 1210 =(200*5)+(240-200)*5.25

Gross profit for the month 1190  

Option D $1,190 is correct  

Andre45 [30]3 years ago
6 0

Answer:

$1,728 is our gross profit.

Explanation:

When calculating for gross profits, we should find the cost of goods available for sale. The cost of goods available for sale can mathematically be denoted as the sum of the beginning inventory and net purchases. To calculate the cost of goods available for sale in the question, we add the beginning inventory and net purchases. Beginning inventory is $1,500 and all purchases totalled $1,620. The sum is now $3,120. $3,120 is our cost of goods available for sale. Our sales are 360 units. This was gotten from the sum total of all units from the beginning inventory to the purchases less goods at hand. That is, 300 + 150 + 150 = 600 - 240 = 360 units. Remember, all sales were at $10. So, 360 × $10 = $3,600. Our sales is $3,600.

To determine our closing inventory, cost of goods available for sale is divided by the sum of beginning inventory and net purchases( in units). That is, $3,120 ÷ 600 units = $5.20. 240 units were at hand. So therefore, 240 units × $5.20 being its value = $1,248.

This amount is subtracted from the sum total of beginning inventory and net purchases. Which is, $3,120 - $1,248 = $1,872. This amount is then subtracted from the sales which is $3,600. The result is $1,728. $1,728 is therefore, our gross profit.

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Answer:

a. Project's net present value is $1,015,163.09

b. Simple rate of return is 15%

c. Yes. The reason is that the project has a positive net present value of $1,015,163.09.

d. No. The reason is that the simple rate of return of 15% obtained in part b is lower the division’s return on investment (ROI), which has been above 20% each of the last three years.

Explanation:

a. Compute the project's net present value.

To compute this, we first calculate the annual cash inflow as follows:

Annual cash inflow = Net operating income + Depreciation = $452,000 +  $828,000 = $1,,280,000

Now, the project's net present value can be calculated using the formula for calculating the present of an ordinary annuity as follows:

PV = P * [{1 - [1 / (1 + r)]^n} / r] …………………………………. (1)

Where;

PV = Present value of the annual cash flow = ?

P = Annual cash inflow = $1,280,000

r = Discount rate = 17%, or 0.17

n = Equipment useful years = 5

Substitute the values into equation (1) to have:

PV = $1,280,000 * [{1 - [1 / (1 + 0.17)]^5} / 0.17]

PV = $4,095,163.09

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b. Compute the project's simple rate of return

This can be computed as follows:

Simple rate of return = Net operating income / Initial investment =  $452,000 / $3,080,000 = 0.15, or 15%

c. Would the company want Derrick to pursue this investment opportunity?

Yes. The reason is that the project has a positive net present value of $1,015,163.09.

Note that had it been the net present value of the project was negative, the company would not want to Derrick to pursue this investment opportunity since the decision of the company is based on whether the project's NPV is positive or negative.

d. Would Derrick be inclined to pursue this investment opportunity?

No. The reason is that the simple rate of return of 15% obtained in part b is lower the division’s return on investment (ROI), which has been above 20% each of the last three years.

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