23 points left out<br><br> :$&:$:&,&,&,,

The predetermined manufacturing overhead rate for the year was 140% of direct labor cost; employees were paid $17.50 per hour. I

Aleks04 [339]

Answer:

D. $ 367.500

Explanation:

We have to first compute the total direct labor cost. This is done by multiplying the estimated direct labor hours with the hourly rate.

Total Direct Labour costs $ 17.50 per hour * 15,000 hours = $ 262,500

Estimated manufacturing overhead per the data in the question is 140 % of Direct labor cost,

Estimated manufacturing overhead is $ 262,500 * 140 % = $ 367,500

5 0

3 years ago

Marilyn has a biweekly gross pay of $810 and claims 3 federal withholding allowances. Marilyn has all of the following deduction

frutty [35]

The net pay of Marilyn will increase by $18.15 due to the increase in the federal withholding allowances from 3 to 4.

<h3>The computation of net pay considering various federal withholding allowances</h3>

Given,

Gross pay =$810

3 Federal withholding allowances =$37 (taken from the reference table)

4 Federal withholding allowances =$22 (taken from the reference table)

Federal state tax rate =21%

First, the state tax rate and the total amount of withholding for 3 Federal withholding allowances are computed:

$\begin{aligned}\text{State Tax}&=\text{Claim Amount}\times\text{Federal State Tax Rate}\\&=\$37\times21\%\\&=\$7.77\end{aligned}$

$\begin{aligned}\text{Total Amount of 3 withholdings}&=\text{Claim Amount}+\text{State Tax}\\&=\$37+\$7.77\\&=\$44.77\end{aligned}$

Now, the state tax rate and the total amount of withholding for 4 Federal withholding allowances are computed:

$\begin{aligned}\text{State Tax}&=\text{Claim Amount}\times\text{Federal State Tax Rate}\\&=\$22\times21\%\\&=\$4.62\end{aligned}$

$\begin{aligned}\text{Total Amount of 4 withholdings}&=\text{Claim Amount}+\text{State Tax}\\&=\$22+\$4.62\\&=\$26.62\end{aligned}$

The difference in the net pay will be the difference between $44.77 and $26.62, which is $18.15.

Therefore, Marilyn withholding will decrease from $44.77 to $26.62 that is increasing the net pay by $18.15

Learn more about federal-state tax, refer to the link:

brainly.com/question/25828729

7 0

2 years ago

In January of 2018, the Phillips Company purchased a patent at a cost of $100,000. In addition, $10,000 in legal fees were paid

soldi70 [24.7K]

Answer:

The answer is: $113,000

Explanation:

By 2020, Phillips Company had already amortized $22,000 of the patent expenses (2 years x [10% x ($100,000 + $10,000)]). Since it lost its patent defense in 2020, it will now have to write off $113,000 ($88,000 pending amortization + $25,000 in legal fees) for the adjustment of its 2018 income.

5 0

3 years ago

If the supply of a product increases, then we would expect equilibrium pricea.to increase and equilibrium quantity to decrease.

azamat

Answer:

The correct answer is option d.

Explanation:

An increase in the supply of a product will cause the supply curve to shift to the right. This rightward shift will cause the demand curve and supply curve to intersect at a lower price.

This will cause the quantity demanded of the product to increase and the price of the product to decrease.

A decrease in the supply will cause the quantity demanded to decrease and price to increase.

The effect of supply increase is indicated through the given figure.

5 0

3 years ago

Suppose a life insurance company sells a $290 comma 000 one-year term life insurance policy to a 20-year-old female for $280

Monica [59]

Answer:

The insurance company will gain an expected value $176.66032

Explanation:

The expected value is the gain or loss of an event and is calculated each outcome by its probability.

In our case we have to consider all events as follows;

The probability of dying means the insurance company will have a loss of $290,000 and gain $280 which is the cost of the policy. The probability of this happening=(1-probability of living)=(1-0.999644)=0.000356

The probability of living means the insurance company will gain $280, and the probability of this happening=0.999644

The gain or loss from death=280-290,000=-$289,720

The gain or loss from living=$280

Expected value=(The loss from death×probability of death)+(The gain from living×probability of living)

where;

The loss from death=-$290,000

Probability of death=0.000356

The gain from living=$280

Probability of living=0.999644

replacing;

Expected value=(-290,000×0.000356)+(280×0.999644)

Expected value=(-103.24+279.90032)

Expected value=$176.66032

The insurance company will gain an expected value $176.66032

4 0

2 years ago

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