Answer:
$3,604
Explanation:
Calculation for what Smith's deferred income tax expense or benefit would be:
Using this formula
Deferred income tax expense =(favorable temporary difference-unfavorable temporary difference)*Tax rate
Let plug in the formula
Deferred income tax expense =($51,200-$40,600)*21%
Deferred income tax expense =$10,600*34%
Deferred income tax expense =$3,604
Therefore Smith's deferred income tax expense or benefit would be:$3,604
Answer:
1. Total earnings
Normal hours 40 *$15 = $600
Overtime 8 * $30 = <u>240</u>
<u> $840</u>
<u />
2. Total Deduction
United fund deduction 50
social security(6%*840) 50.4
Medicare tax(1.5%*840) 12.6
State unemployment(3.4%*600) <u> 20.4</u>
<u> 133.4</u>
<u>3. </u> Cash paid
Total earnings $840
Total Deduction <u> 133.4</u>
<u> 706.6</u>
<u>b. </u> employer payroll tax
Medicare tax = 1.5% *840 = $12.6
Federal unemployment tax = (0.8%*600) <u> 4.8</u>
<u> </u> <u> 17.4</u>
Explanation:
Answer:
a. Beck Inc. = 5.00 and Bryant Inc. = 2.50
b. Beck Inc. = $100,000 and 100% : Bryant Inc. = $150,000 and 50 %
c. True.
Explanation:
Degree of Operating Leverage shows, the times Earnings Before Interest and Tax (EBIT) would change as a result of a change in Sales contribution.
Degree of Operating Leverage = Contribution ÷ EBIT
Thus,
Beck Inc = $500,000 ÷ $100,000
= 5.00
Bryant Inc. = $750,000 ÷ $300,000
= 2.50
<em>If Sales increased by 20% the effects on Incomes would be :</em>
Beck Inc = 20% × 5.00
= 100%
= $100,000 × 100%
= $100,000
Bryant Inc.= 20% × 2.50
= 50 %
= $300,000 × 50 %
= $150,000
Answer:
(A) Nearshoring
Explanation:
According to my research on company strategies, I can say that based on the information provided within the question they are using a type of outsourcing called Nearshoring. This is usually done in order to cut expenses as well as being able to guarantee better controls which will in term lead to higher quality products.
Nearshoring allows companies to bypass language barriers and cultural learning curves and reduce travel expenses. Nearshoring provides many benefits, such as cutting expenses and guaranteeing better controls that will lead to higher quality products.
I hope this answered your question. If you have any more questions feel free to ask away at Brainly.
Answer:
The marginal cost for producing the 101th unit is $100
Explanation:
The marginal cost can be defined as the cost of producing an additional unit of output. It can be traced by increasing the total output by one unit and tracing the change in the total cost as a result of this one unit increase in output.
The total cost of producing 100 units is $9000
The total cost of producing 101 units is $9100
The marginal cost of 101th unit is = Total cost of 101 units - total cost of 100 units
The marginal cost of 101th unit = 9100 - 9000 = $100