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nikitadnepr [17]
3 years ago
12

Ava and her husband, Leo, file a joint return and are in the 24% Federal income tax bracket. Ava’s salary is $75,000. Her employ

er offers a child and dependent care reimbursement plan that allows up to $5,000 of qualifying expenses to be reimbursed in exchange for a $5,000 reduction in the employee's salary. Because Ava and Leo have two minor children requiring child care that costs $5,800 each year, Ava is wondering if she should sign up for the program instead of taking advantage of the credit for child and dependent care expenses. Analyze the effect of the two alternatives.
Business
1 answer:
aksik [14]3 years ago
3 0

Answer: Signing up for the employer's child and dependent care reimbursement plan results in a higher Net Pay after tax and after the children's care than the alternative of not singing up for the plan

Explanation:

<u>Alternative 1 - Signing up for the employer's plan</u>

Gross salary = $75,000

Less reduction due to employer's plan = -$5,000

This leaves a taxable balance of = $70,000

Less income tax (24%) = -$16,800

Net pay after tax = $53,200

Less childcare expenses = ($5,800 * 2 children) = -$11,600

Net pay after childcare expenses = $41,600

Add reimbursable expenses from employer = +$5,000

Net pay to Ava after expenses = $46,600.

<u>Alternative 2 - Not Signing up for the employer's plan</u>

Gross salary = $75,000

Less income tax (24%) = -$18,000

Net pay after tax but before childcare expenses = $57,000

Less childcare expenses = ($5,800 * 2 children) = -$11,600

Net pay to Ava after expenses = $45,400.

Signing up for the employer's child and dependent care reimbursement plan results in a lower tax payment of (24% * $5,000 =) $1,200 due to the $5,000 deduction and the 24% tax rate.

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Answer:

SYSTEM A

Explanation:

Given the following :

First option :

Skip design = No net gain or loss

System A:

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Additional sales of $10,000 under bad condition

System B:

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Cost of system development = $25,000

Good condition are twice as likely to occur as bad condition

Hence, we have : good, good, bad

Probability of good = 2/3 = 0.667

Probability of bad = 1/3 = 0.333

We can calculate the Expected monetary Value of the three options :

First option:

Skip design : Expected monetary Value = $0

Second option (SYSTEM A) :

Profit from good condition :

Additional sales - system cost = ($50,000 - $25,000) =$25, 000

Loss from bad condition :

($25,000 - $10,000) = - $15,000

Expected monetary value:

(0.667 * 25000) + (0.33 * - 15000)

$16675 - $4950

= $11,680

Third option (SYSTEM B) :

Additional sales - system cost

$20,000 - $25,000 = - $5,000

From the expected monetary value obtained for the three options, System A is the best option with $11,680

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Answer:

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