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Nady [450]
3 years ago
14

Ashton Construction assembles residential houses. It uses a​ job-costing system with two​ direct-cost categories​ (direct materi

als and direct​ labor) and one​ indirect-cost pool​ (assembly support). Direct​ labor-hours is the allocation base for assembly support costs. In December 2016​, Ashton budgets 2017 ​assembly-support costs to be $ 8 comma 300 comma 000 and 2017 direct​ labor-hours to be 166 comma 000. At the end of 2017​, Ashton is comparing the costs of several jobs that were started and completed in 2017. Compute the​ (a) budgeted​ indirect-cost rate and​ (b) actual​ indirect-cost rate. Question 3 options: $50; $35 $35; $50
Business
1 answer:
Dimas [21]3 years ago
7 0

Answer:

Instructions are listed below.

Explanation:

Giving the following information:

In December 2016​, Ashton budgeted 2017 ​assembly-support costs to be $8,300,000 and 2017 direct​ labor-hours to be 166,000.

With this information, we can calculate the budgeted indirect cost rate. <u>However, we can't calculate the actual indirect cost rate. I will provide the formula for both and a small example of the actual indirect cost rate.</u>

To calculate the budgeted indirect cost rate, we need to use the following formula:

Budgeted indirect cost rate= total estimated indirect costs for the period/ total amount of allocation base

Budgeted indirect cost rate= 8,300,000/166,000= $50 per direct labor hour.

Let's suppose that actual indirect cost was of 8,000,000 and actual direct labor hours of 175,000:

Actual indirect cost rate= total actual indirect costs for the period/ total amount of allocation base

Actual indirect cost rate= 8,000,000/175,000= $45.71 per direct labor hour

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Answer: The answer is as follows:

Explanation:

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There may be a maximum balance requirement for a savings account.<br> True<br> False
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true

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4 0
3 years ago
Between April 12, 2008, and April 12, 2013, the price of a U.S. postage stamp increased from $0.41 to $0.46. The price of a U.S.
torisob [31]

Answer:

The price of a U.S. postage stamp has increased 10% in terms of Japanese yen and 44% in terms of British pounds.

Explanation:

The exact question is as follows :

To find - Between April 12, 2008, and April 12, 2013, the price of a U.S. postage stamp increased from $0.41 to $0.46. The price of a U.S. postage stamp has increased approximately ____________ in terms of Japanese yen and _____________ in terms of British pounds.

Solution -

Given that,

postage stamp increased from $0.41 to $0.46

Now,

From the table, we can find that,

For, April 12, 2008

1$ = 0.5069 £

1$ = 101.54 ¥

And

For April 12, 2013

1$ = 0.6510 £

1$ = 99.62 ¥

Now,

We have -

1$ = 0.5069 £

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and

1$ = 0.6510 £

⇒$0.46 = 0.29946 £

So,

Change = (0.29946 - 0.207829)/ (0.207829) × 100 %

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∴ we get

The price of a U.S. postage stamp has increased 44% in terms of British pounds.

Now,

Similarly, we do for Japanese Yen

We have -

1$ = 101.54 ¥

⇒0.41$ = 41.6314 ¥

And

1$ = 99.62 ¥

⇒0.46$ = 45.8252 ¥

So,

Change = (45.8252 - 41.6314)/ 45.8252 × 100 %

             = 10%

∴ we get

The price of a U.S. postage stamp has increased 10% in terms of Japanese yen.

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