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AleksandrR
4 days ago
9

Tom, age 13, is claimed as a dependent by his parents. Tom has unearned income of $3,400 and $300 of income from mowing lawns in

the neighborhood. If the first $2,600 of Tom's net unearned income is taxed at 10%, what is Tom’s 2019 income tax liability?
Business
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Break-Even Sales Under Present and Proposed Conditions Portmann Company, operating at full capacity, sold 1,000,000 units at a p
Scilla [3833]

Answer:

1.                                            Variable           Fixed

Cost of goods sold          70,000,000     30,000,000

Selling Expenses             12,000,000        4,000,000

Administrative Exp.           6,000,000         6,000,000

Total                                  88,000,000     40,000,000

Note:

Cost of goods sold: 70% variable and 30% fixed on 10,000,000 respectively

Selling expenses: 75% variable and 25% fixed on $16,000,000 respectively

Administrative expenses: 50% variable and 50% fixed on $12,000,000 respectively

2. Unit Variable cost = Total variable cost / Units produced

Total Variable cost          88,000,000

Units produced                  1,000,000

Unit variable cost                  88      

Unit Contribution margin = Selling Price - Variable cost per unit

Selling Price                    $188

- Variable cost per unit       $88

Unit Contribution margin   $100

3. Break even Point (Units) = Fixed cost / Contribution margin per unit

Fixed cost                                    40,000,000

Contribution margin per Unit           100    

Break even Point (Units)               400,000

4. Break even point (units) = Fixed cost / Contribution margin per unit

Fixed cost                                           40,000,000

Increased Fixed cost                           5,000,000

Total New fixed cost                          45,000,000

Contribution margin per unit                   100      

Break even point (units)                      450,000

5. Determined sales units = (New fixed cost + Desired Income) / Contribution margin

New Fixed Cost                45,000,000

Desired Income                60,000,000

                                         105,000,000

Contribution margin                100        

per unit

Determined sales units      1,050,000

6. Maximum Income from operation = Total New sales - Total New variable cost - Total Fixed cost

Sales                               188,000,000

Increased sales               11,280,000

Total New sales              199,289,000

Variable cost                    88,000,000

New Variable cost     5,280,000

Total New Variable cost   93,280,000

Total New Fixed cost       45,000,000

Maximum Income from   61,000,000

operation

Number of units = Increase in sales / Price per unit

New variable cost = Number of units * Unit variable cost

Increased sales                    11,280,000

Price per unit                            188    

Number of units                      60,000

Unit variable cost x                  88.00

New Variable cost                 5,280,000

7. Net income = Sales - Variable cost - New fixed cost

Sales                           188,000,000

Less: Variable cost      88,000,000

Less: New fixed cost   45,000,000

Net Income                  55,000,000

8. Option b. Supporting the proposal due to its potential to boost operational income.

4 0
3 months ago
Assume an economy where the consumption function is defined as C = CC + cY, and the investment function is defined as I = mr, wh
Nady [3600]

Answer:

c and m

Explanation:

Considering the provided information,

Consumption function: C = CC + cY

Investment function: I = mr

where,

Y indicates total income

r represents the interest rate

The equation describing the IS curve can be stated as:

Y = C + I

Y = CC + cY + mr

Y - cY = CC + mr

(1 - c)Y = CC + mr

(1 - c)Y - CC = mr

\frac{(1 - c)Y - CC}{m}=r

\frac{(1-c)Y}{m} -\frac{CC}{m}=r

The slope of the IS curve is determined by differentiating 'r' with respect to 'Y',

\frac{dr}{dY}=\frac{(1-c)}{m}

Thus, the slope is contingent upon the variables c and m.

6 0
2 months ago
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