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maxonik [38]
3 years ago
11

Frieda is itemizing deductions on her federal income tax return and had $1700 in non-reimbursed work expenses last year. If her

AGI was $76,000, and if non-reimbursed work expenses are deductible to the extent that they exceed 2% of a taxpayer's AGI, how much can Frieda deduct for non-reimbursed work expenses?
A. $34 B. $180 C. $1666 D. $1520
Business
1 answer:
zhenek [66]3 years ago
7 0

Answer:

$180 is the correct answer!!!

Explanation:

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Manufacturing cost data for Orlando Company, which uses a job order cost system, are presented below. Indicate the missing amoun
denis23 [38]

Answer:

Orlando Company

Indication of the missing amount for each letter:

a) = $53,150 ($145,650 - 50,000 - 42,500)

b) = $55,850 (201,500 - 145,650)

c) = $9,200 (201,500 - $192,300)

d) = $119,000 ($140,000 * 85%)

e) = $342,000 ($83,000 + $140,000 + $119,000)

f) = $357,500 ($342,000 + $15,500)

g) = $345,700 ($357,500 - $11,800)

h) = $81,000 = ($149,850 * 100/185)

h) and i) = $149,850 ($213,000 - $63,150)

$149,850 = 185% (100 + 85%)

i) = $68,850 ($149,850 * 85/185)

j) = $231,000 ($213,000 + $18,000)

k) = $9,000 ($231,000 - $222,000)

Explanation:

a) Data and Calculations:

                                                          Job 1         Job 2         Job 3

Direct materials used                       $(a)        $83,000     $63,150

Direct labor                                    50,000      140,000         (h)

Manufacturing overhead applied 42,500         (d)                 (i)

Total manufacturing costs          145,650          (e)           213,000

Work in process 1/1/14                       (b)           15,500        18,000

Total cost of work in process   201,500            (f)                 (j)

Work in process 12/31/14                  (c)            11,800            (k)

Cost of goods manufactured   192,300            (g)         222,000

                                                          Job 1         Job 2           Job 3

Direct materials used                   $53,150     $83,000       $63,150

Direct labor                                    50,000      140,000         81,000

Manufacturing overhead applied 42,500       119,000        68,850

Total manufacturing costs          145,650      342,000      213,000

Work in process 1/1/14                  55,850         15,500        18,000

Total cost of work in process    201,500       357,500     231,000

Work in process 12/31/14              9,200           11,800         9,000

Cost of goods manufactured    192,300      345,700     222,000

a) = $53,150 ($145,650 - 50,000 - 42,500)

b) = $55,850 (201,500 - 145,650)

c) = $9,200 (201,500 - $192,300)

d) = $119,000 ($140,000 * 85%)

e) = $342,000 ($83,000 + $140,000 + $119,000)

f) = $357,500 ($342,000 + $15,500)

g) = $345,700 ($357,500 - $11,800)

h) = $81,000 = ($149,850 * 100/185)

h and 1 = $149,850 ($213,000 - $63,150)

$149,850 = 185%

i) = $68,850 ($149,850 * 85/185)

j) = $231,000 ($213,000 + $18,000)

k) = $9,000 ($231,000 - $222,000)

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An econmic model should capture
insens350 [35]

Answer:

The right answer is C.

Explanation:

In an economic model, economic processes of a set of related variables are represented, they present arguments to justify economic policy at the national level, influence business strategies and provide economic advice to households.

Helping the correct allocation of resources both public and business management.

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You would have to divide
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ohaa [14]
<span>A liability is a company's financial debt, liability arises during the debt or obligations during its course of work operations

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6 0
3 years ago
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The difference in a variable measured over observations (time, customers, items, etc.) is known as
kolezko [41]
<span>The difference in a variable measured over observations (time, customers, items, etc.) is known as the variance. 
</span><span>it is the measure of variability that utilizes all the data and it is calculated by
</span><span> taking the differences between each number and the mean,. Then these differences are squared in order to be positive. At the end the sum of the squares is divided by the number of values in the set.</span>
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