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Hello viewers, our question for today is from the topic of describing the relations between two variables.
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Now we're given a data set.
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On the basic theory of investing in diversification, the idea is that we want to have a basket of stocks that do not at all move in the same direction.
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In other words, if one investment goes down, we don't want a second investment in our portfolio that is also likely to go down.
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One hallmark of a good portfolio is a low correlation between investments.
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The following data represents annual rates of the return for various stocks.
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If we would only wish to invest in two stocks, which two would we select if our goal is to have low correlation between the two investments.
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Now the correlation coefficient can be determined by the following formula.
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The correlation coefficient is a statistic that measures the nature and degree of the linear relationship between the two variables given in the tata set.
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Obtaining the required values from a given data set and substituting them, in the given equation, we calculated the correlation value between c and w equal to 0 .55, that between d and te equal to negative .177 and that between d and em equal to negative .04...