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Trava [24]
3 years ago
12

for 2018 rahals auto parts estimates bad debt expense at 1% of credit sales. rahals bad debt expense is

Business
1 answer:
pav-90 [236]3 years ago
7 0

Answer:

the question is incomplete, so I looked for the missing information:

The company reported accounts receivable and an allowance for uncollectible accounts of $86,500 and $2,100, respectively, at December 31, 2020. During 2021, Rahal's credit sales and collections were $404,000 and $408,000, respectively, and $2,340 in accounts receivable were written off. Rahal's final balance in its allowance for uncollectible accounts at December 31, 2021, is:_________

accounts receivables at the end of the year = $86,500 + $404,000 - $408,000 - $2,340 = $80,160

bad debt expense = (total credit sales x 1%) + beginning balance of uncollectible accounts - bad debt written off =  ($404,000 x 1%) + $2,100 - $2,340 = <u>$3,800</u>

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Your GP can talk to you about your options for pregnancy care and the birth. Your choices, and the facilities available where you live, will determine the role your doctor will play. Your GP will check your medical history. They'll ask about health issues that could affect you or your baby
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Which stage of activity in logistics involves waste disposal and recycling?
ZanzabumX [31]
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4 years ago
You expect Technomess Company common stock to pay a dividend of $2.40 one year from now. You can buy the stock now for $52, and
Vinil7 [7]

Answer:

The stock price = $57.92

Explanation:

The return on a stock is the sum of the capital gains(loss) plus the dividends earned.

Capital gain is the difference between he value of the stocks when sold and the cost of the shares when purchased.

Total shareholders Return =  

(Capital gain/ loss + dividend )/purchase price × 100

16% = ((x-52) + 2.40)/52

0.16×52 = (x-52) + 2.40

8.32 = X- 52 + 2.40

52+8.32-240=X

57.92 = X

$57.92= X

The stock would need to be sold for  = $57.92

4 0
3 years ago
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Dmitry [639]

Answer:

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5 0
3 years ago
4. You own a Portfolio that is invested 43 percent in Stock A, 16 percent in Stock B, and 41 percent in Stock C. The "Expected R
Marrrta [24]

Answer:

A.) The "Expected Return" of the Portfolio is 11.26%

B.) The "Variance" of the Portfolio is 6.749238

C.) The  "Standard Deviation" of the Returns on this Stock is 2.5979%

Explanation:

A.) Expected return on portfolio = 0.43x9.10 + 0.16x16.70 + 0.41x11.40

                                                     = 11.26%

Therefore, The "Expected Return" of the Portfolio is 11.26%

B.)  

"Variance" of the Portfolio = probability*(deviation)^2

Stock A:

probability = 0.43

(deviation)^2 =  (9.1 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (9.1 - (3.913 + 2.672 + 4.674))^2

                      = (9.1 - 11.259)^2

                      = (-2.159)^2

                      = 4.6613

Stock B:

probability = 0.16

(deviation)^2 =  (9.1 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (16.7 - (3.913 + 2.672 + 4.674))^2

                      = (16.7 - 11.259)^2

                      = (5.441)^2

                      = 29.6045

Stock C:

probability = 0.41

(deviation)^2 =  (11.4 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (11.4 - (3.913 + 2.672 + 4.674))^2

                      = (11.4 - 11.259)^2

                      = (0.141)^2

                      = 0.0199

"Variance" of the Portfolio = 0.43x4.6613 + 0.16x29.6045 + 0.41x0.0199

                                                  = 2.004359 + 4.73672 + 0.008159

                                                   = 6.749238

Therefore, The "Variance" of the Portfolio is 6.749238

C.) "Standard Deviation"  = square root of variance

Stock A = 1.4158

Stock B = 2.1764

Stock C = 0.0906

"Standard Deviation" of the Returns on this Stock = 1.4158 + 2.1764 + 0.0906

= 2.5979%

Therefore, The  "Standard Deviation" of the Returns on this Stock is 2.5979%

8 0
3 years ago
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