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givi [52]
2 years ago
7

Suppose GDP in an economy is $3,542 billion. Personal Consumption Expenditures (C) are $2,343 billion, Government Spending (G) i

s $865 billion, and Gross Private Domestic Investment (I) is $379 billion. Net foreign factor income (NFFI) is $ 10 billion. What are net exports (NX)? That is, what is the numerical value of net exports? If the answer is a positive number, you don't need to write + before the number. If the answer is a negative number, then make sure you write a - (minus) sign before the number.
Business
1 answer:
aleksandrvk [35]2 years ago
6 0

Answer: -$45 billion.

Explanation:

Net Exports refers to Exports out of a country less imports into the country and it is a component of GDP using the Expenditure method. The other components include Government Spending, Investment and Consumption all of which are given in the above question.

The Net Exports are therefore;

GDP = Consumption + Investment + Government Spending + Net Exports

3,542 = 2,343 + 865 + 379 + Net Exports

3,542 = 3,587 + Net Exports

Net Exports = 3,542 - 3,587

Net Exports = -$45 billion

The Net Exports are negative which means that more goods were imported than were exported.

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Answer:

95%, 73.1%

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Design capacity= 1300 per year (Theoretical capacity)

Effective capacity= 1000 per year (efficiency of the shop)

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The question is not incomplete as it is missing the requirement below:

A) The activity rates for each activity and

B) The activity-based factory overhead per unit for each product.

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Assembly activity rate =$35 /dlh

Setup activity rate =$390/setup

inspection activity rate=$90/inspection

Speed boat activity based factory overhead=$387000

Bass boat activity based factory overhead=$213000

Explanation:

Fabrication activity rate=$204,000/(2000+1000)=$68 /dlh

Assembly activity rate =$105000/(1000+2000)=$35 /dlh

Setup activity rate =$156000/(300+100)=$390/setup

inspection activity rate=$135000/(1100+400)=$90/inspection

Speed boat total overhead is computed thus:

fabrication  $68*2000                     136000

Assembly  $35*1000                          35000

setup $390*300                                 117000

inspection $90*1100                           <u>99000 </u>

Total                                                      387000

bass boat total overhead is computed thus:

fabrication  $68*1000                     68000  

Assembly  $35*2000                       70000

setup $390*100                               39000

inspection $90*400                          <u>36000  </u>

Total                                                   213000

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