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Irina-Kira [14]
3 years ago
15

The graph shows the percentage changes in the investment rate and the gross domestic product (GDP) between 2008 and 2012.

Business
1 answer:
Leni [432]3 years ago
4 0

Answer:

The graph following these guidelines:

A graph titled Percentage changes in investment rate and G D P has year on the x-axis, from 2008 to 2012, and percentage changed on the y-axis from negative 20 to positive 10 percent, in increments of 5. Both the lines representing investment rate and G D P follow the same trend.

Demonstrates thatchanges in investment

can show if the economy is growing or shrinking.

Explanation:

This graph is a very illustrative one that marks the increment of both the investment rate and the GDP. Establishing a correlation between them means that one is dependant from the other and that the movement in one can create a specific movement in the other. Generally, investment boosts GDP. Now we can use this to deduct growth or decrease in the economy.

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Answer: Sales promotion

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Read 2 more answers
Hot Shot Delivery Inc. provides the following year end data:
damaskus [11]

Answer:

c. 42.6%

Explanation:

Average total assets = $410,000+$257,000/2

Average total assets = $667,000

Average total assets = $333,500

Net income = $112,000

Interest expenses = $30,000

Return on total assets = Net income + Interest expenses / Average total assets

Return on total assets = $112,000 + $30,000 / $333,500

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4 0
2 years ago
At the beginning of the project, it may not be possible to estimate the costs for all activities with a level of confidence rega
Marina CMI [18]

Answer: Longer-term project

Explanation:

At the beginning of a project, it may not be possible to estimate the costs for all activities with some levels of confidence regarding their accuracy if the project isn't a short-term project, because it's not really possible to accurately fortell the costs of unforseeable outcomes and factors that may affect the project in one way or the other in the long run.

5 0
3 years ago
A company operating under an EOQ policy enjoys rising annual demand for their products for three consecutive years. During this
Oduvanchick [21]

Answer:

Their order quantity will rise but the time between orders will fall.

Explanation:

Let's analyse the EOQ formula:

Q_{opt} = \sqrt{\frac{2DS}{H}}

If Demand increases

The dividend increase, so the quotient increase.

EOQ will rise.

<u>Only options b and c are correct on that statment.</u>

Now let's check the time between order:

\frac{EOQ}{Demand} \times 365

If we analyze the increase in demand:

√(2xΔDxS/H)/ ΔD

everything else is keep constant so we have:

√(CxΔD)/ ΔDx

If we use L'Hopital we can conclude this function limit is zero.

Anyway a more easy way to do it will be calculate with a demand of 1000

and then with a demand of 50,000 to notice how much the time between order decrease.

√(1000)   /  1000 =  0.031622776

√(51000)/ 51000 = 0.004428074

<u>so we have EOQ increase and days between order decrease.</u>

Now only option B is correct !

8 0
2 years ago
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