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enot [183]
3 years ago
7

Latiker, Inc., manufactures and sells two products: Product Y9 and Product W0. Data concerning the expected production of each p

roduct and the expected total direct labor-hours (DLHs) required to produce that output appear below:
Expected Production Direct Labor-Hours Per Unit Total Direct Labor-Hours
Product Y9 100 8 800
Product W0 100 10 1,000
Total direct labor-hours 1,800

The direct labor rate is $15.40 per DLH. The direct materials cost per unit for each product is given below:

Direct Materials Cost per Unit
Product Y9 $253.00
Product W0 $278.80

The company is considering adopting an activity-based costing system with the following activity cost pools, activity measures, and expected activity:



Activity Cost Pools Activity Measures Overhead Cost Product Y9 Product W0 Total
Labor-related DLHs $61,488 800 1,000 1,800
Machine setups setups 50,687 400 300 700
Order size MHs 155,754 5,000 5,200 10,200
$267,929

The activity rate for the Machine Setups activity cost pool under activity-based costing is closest to:

a. $31.15 per setup
b. $26.27 per setup
c. $29.95 per setup
d. $72.41 per setup
Business
1 answer:
SSSSS [86.1K]3 years ago
5 0

Answer:

d. $72.41 per setup

Explanation:

The computation of the activity rate for the machine setup activity pool is as follows;

The Activity rate for the Machine setups activity cost pool is

= Estimated overhead cost ÷ Total machine setup

= $50,687 ÷ 700

= $72.41 per setups

Hence, the activity rate for the machine setup activity pool is $72.41 per setup

Therefore the option d is correct

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Answer:

d. $60,000

Explanation:

As per passive income rules, As stated under Internal Revenue Service is a kind of statement that allows to set off the passive loss as against passive income only.

There is no rule which permits to set it off against ordinary income.

Therefore, the details in the given instance are:

Loss of 2015 = ($80,000)

Income in 2016 = $20,000

Loss at the end of 2016 = ($60,000)

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3 years ago
The state tax Patrick must pay on the initial profit is . The federal tax he must pay on the initial profit is . The inflation o
guapka [62]

Answer:

The state tax Patrick must pay on the initial profit is $350. The federal tax he must pay on the initial profit is $1750. The inflation on the amount remaining after taxes is $147. As a result, the real value of Patrick’s profit is $4678

Explanation:

Patrick has successfully invested in a growing tech company. Three years ago he invested $10,000 in the company through a broker. Now he has decided to sell his stock. The value of his stock is now at $17,000. Here are the taxes and fees associated with his investment: Annual brokerage fee: $25 State tax: 5% of profit Federal tax: 25% of profit Inflation rate: 1% per year The state tax Patrick must pay on the initial profit is . The federal tax he must pay on the initial profit is . The inflation on the amount remaining after taxes is . As a result, the real value of Patrick’s profit is .

Answer:

Patrick invested $10000 and after three years the value of his stock is $17000.

Profit = Value of stock - Amount invested = $17000 - $10000 = $7000

Total brokerage fee = Annual brokerage fee × number of years = $25 × 3 = $75

State tax = 5% of profit = 5% of $7000 = 0.05 × $7000 = $350

Federal tax = 25% of profit = 25% of $7000 = 0.25 × $7000 = $1750

Profit after tax = $7000 - $350 - $1750 = $4900

Inflation on the amount remaining after taxes = 1% of profit after tax × number of years = 3 years × (0.01 × $4900) = 3 × $49 = $147

Therefore the real value of profit = Profit - Total brokerage fee - state tax - federal tax - inflation = $7000 - $75 - $350 - $1750 - $147 = $4678

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