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Dafna1 [17]
4 years ago
9

Jermaine Dye Corporation acquired two inventory items at a lump-sum cost of $50,000. The acquisition included 3,000 units of pro

duct LF, and 7,000 units of product 1B. LF normally sells for $15 per unit, and 1B for $5 per unit. If Dye sells 1,000 units of LF, what amount of gross profit should it recognize?
Business
1 answer:
vesna_86 [32]4 years ago
5 0

Answer:

Gross profit=15,000-9,375=$5,625

Explanation:

Gross profit can be calculated by the any corporation as follows:

Gross profit: Sales- Cost of sales

In given scenario, sales and cost of sales can be determined as follows:

Sales=Number of LF units sold by Jermaine Dye Corporation*sale price per unit of LF

       =1,000*15=$15,000

The corporation is selling LF for 15$ which is 3 times the price at which it is selling 1B and assuming that the entity is earning same gross profit margin on both products, then cost of sales can be determined as follows:

Lets say that cost of one unit of "1B" is "z" then the cost of one unit of "LF" will be "3z" and following equation can be formed for cost of sales:

3,000(3z)+7,000(z)=50,000

9000z+7000z=50,000

16,000z=50,000

z=$3.125(50,000/16,000)=cost of one unit of 1B

Cost for one unit of LF=3*3.125=$9.375

Cost of sales for 1,000 units=9.375*1000=$9,375

Gross profit=15,000-9,375=$5,625

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Answer:

The correct answer is B. The situation should be described in a note to the financial statements.

Explanation:

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3 years ago
The wage theory that states that differences in wage rates are determined by collective bargaining is the
shtirl [24]
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4 years ago
For each of the following situations involving annuities, solve for the unknown. Assume that interest is compounded annually and
Andreas93 [3]

Answer:

Following are the solution to the given question:

Explanation:

For point 1:

Annuity\ Amount= \$2,600\\\\i=8\%\\\\n=5\\\\Present\  Value=?

Our table shows that the factor is equal at 3.99271 for 8 percent and 5 periods. In addition to this, the present value is $10,381 dollars in the annuity.

For point 2:

Present \ Value=507,866\\\\ Annuity \ Amount= 135,000\\\\ i =?\\\\n =4

\text{Present Value of Ordinary Annuity = Annuity Amount} \times PVOA \ Factor

507,866 = 135,000 \times PVOA \ Factor\\\\\frac{507,866}{135,000} = PVOA \ Factor\\\\3.76197 = PVOA\  Factor

When looking at our n=4 row table, we notice that perhaps the factor of PVOA is equal to 3,56197 whenever the rate is equal to 2,5%.

For point 3:

Present\ Value=661,241\\\\ Annuity\  Amount= 170,000\\\\ i = 9\% \\\\n =?

\text{Present Value of Ordinary Annuity = Annuity Amount} \times PVOA \ Factor

661,241 = 170,000 \times PVOA\ Factor \\\\\frac{661,241}{170,000} = PVOA \ Factor\\\\3.88965 = PVOA \ Factor

If you really are looking at our table in column i = 9%, we found PVOA is 3.88965 if n is 5.

For point 4:

Present\ Value= 540,000 \\\\Annuity \ Amount=78,557\\\\ i = ?\\\\n =8

\text{Present Value of Ordinary Annuity = Annuity Amount} \times PVOA \ Factor

540,000 = 78,557 \times PVOA\  Factor\\\\\frac{540,000}{78,557} = PVOA \ Factor\\\\6.873989 = PVOA \ Factor

If you verify our table for n = 8 lines, the PVOA factor is approximately 6.87399 when the rate of interest is 3.5 percent.

For point 5:

Present\ Value=230,000\\\\ Annuity\ Amount=?\\\\ i =10\%\\\\ n =4

The PVOA factor is 3.16997 when we search our table with i = 10% and n = 4.

230,000 = Annuity \ Amount \times 3.16987\\\\\frac{230,000}{3.16987} = Annuity\ Amount\\\\72,558 = Annuity\ Amount\\\\annuity\ total= \$72,558.

5 0
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Answer:

12%

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