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The Questions and Answers of The rates of returns from three different shares are 100%, 200% and 400% respectively, the average rate of return will?
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The Questions and Answers of The rates of returns from three different...
The average rate of return from three different shares can be calculated by taking the sum of the individual rates of return and dividing it by the number of shares.


Step 1: Calculate the sum of the rates of return
To find the average rate of return, we need to first calculate the sum of the rates of return from the three different shares.

The rates of return from the three different shares are given as 100%, 200%, and 400%. Adding these values together, we get:

100% + 200% + 400% = 700%


Step 2: Divide the sum by the number of shares
Since we have three different shares, we need to divide the sum of the rates of return by 3 to find the average rate of return.

700% / 3 = 233.33%


Step 3: Interpretation of the average rate of return
The average rate of return is 233.33%. This means that, on average, the returns from the three different shares are increasing by 233.33% over the given time period.

It is important to note that the average rate of return does not indicate the actual returns from each individual share. Rather, it represents the overall average rate of return across all three shares.

Conclusion
The average rate of return from the three different shares is 233.33%. This indicates the average increase in returns over the given time period. However, it is important to consider the individual rates of return for each share to fully understand their performance.
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The Questions and Answers of The rates of returns from three different shares are 100%, 200% and 400% respectively, the average rate of return will?
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