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What is the percentage difference between the correlation and the elongation?

What is the percentage difference between the correlation and the elongation?-example-1

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The percentage difference between correlation and first value of elongation can be calculated as,


\begin{gathered} P_1=(0.9878-0.056)/(0.9878)*100 \\ =(0.9318)/(0.9878)*100 \\ \approx94.3 \end{gathered}

Thus, the percentage difference between correlation and first value of elongation is 94.3%.

The percentage difference between correlation and second value of elongation can be calculated as,


\begin{gathered} P_2=(0.9878-0.078)/(0.9878)*100 \\ =(0.9098)/(0.9878)*100 \\ \approx92.1 \end{gathered}

Thus, the percentage difference between correlation and second value of elongation is 92.1%.

The percentage difference between correlation and third value of elongation can be calculated as,


\begin{gathered} P_3=(0.9878-0.164)/(0.9878)*100 \\ =(0.8238)/(0.9878)*100 \\ \approx83.4 \end{gathered}

Thus, the percentage difference between correlation and third value of elongation is 83.4%.

The percentage difference between correlation and fourth value of elongation can be calculated as,


\begin{gathered} P_4=(0.9878-0.196)/(0.9878)*100 \\ =(0.7918)/(0.9878)*100 \\ \approx80.2 \end{gathered}

Thus, the percentage difference between correlation and fourth value of elongation is 80.2%.

The percentage difference between correlation and fifth value of elongation can be calculated as,


\begin{gathered} P_5=(0.9878-0.237)/(0.9878)*100 \\ =(0.7508)/(0.9878)*100 \\ \approx76 \end{gathered}

Thus, the percentage difference between correlation and fifth value of elongation is 76%.

The percentage difference between correlation and sixth value of elongation can be calculated as,


\begin{gathered} P_6=(0.9878-0.286)/(0.9878)*100 \\ =(0.7018)/(0.9878)*100 \\ \approx71 \end{gathered}

Thus, the percentage difference between correlation and sixth value of elongation is 71%.

The percentage difference between correlation and seventh value of elongation can be calculated as,


\begin{gathered} P_7=(0.9878-0.319)/(0.9878)*100 \\ =(0.6688)/(0.9878)*100 \\ \approx67.7 \end{gathered}

Thus, the percentage difference between correlation and seventh value of elongation is 67.7%.

User Chris Doyle
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