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Assuming he sold all the shares of both companies for $600 and $900 respectively. what the ratio of return on investment from company x to that from company y will be is : 2:3
First step is to calculate x return on investment
x return on investment = $600 - $500
x return on investment= $100
Second step is to calculate y return on investment
y return on investment= $900 - $750
y return on investment= $150
Now let determine the ratio of return on investment from company x to that from company y
Using this formula
Ratio of return on investment=x return on investment/y return on investment
Let plug in the formula
Ratio of return on investment=100/150
Ratio of return on investment=2/3
Ratio of return on investment=2:3
Inconclusion assuming he sold all the shares of both companies for $600 and $900 respectively. what the ratio of return on investment from company x to that from company y will be is : 2:3
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Answer:
The Jupiter ratio is 1: 5,719,360,000.
Explanation:
Since a basketball whose diameter is 25 centimeters represents the planet Jupiter, to find the scale (ratio) between Jupiter and the basketball, and then use this ratio to find the scaled diameter of the other planets, if Jupiter's diameter, 142,984 kilometers, is scaled to 25 centimeters, Saturn's diameter of 120,536 kilometers will be scaled to about 21 centimeters, the ratios are as follows:
1 centimeter = 0.00001 kilometers
25 = 0.000025
0.000025 = 142.984
1 = X
142.984 / 0.000025 = X
5,719,360,000 = X
Therefore, the Jupiter ratio is 1: 5,719,360,000.
Uneven cash flows refer to any series of cash flows that are irregular doesn't conform to the annuity.
Your question is incomplete. Therefore, I'll explain what an uneven cash flow entails.<em> Uneven cash flows</em> are irregular and uneven. Example include cash flows such as $100, $150, $100, $200, $300, and $130. This shows that the cash flows are irregular.
In order to calculate the <em>uneven cash flow,</em> the present value and the future value will be calculated by finding the present value and the<em> future value </em>of each <em>individual cash flow</em> and then adding them up.
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