



The above dataset gives the sepal length and width and petal
length and width for three species of flowers: Setosa, Versicolor,
and Verginica.
1. Run an ANOVA test for testing the difference of sepal length
between the three species. (Including the summary of data and
graphical display)
2. Run an ANOVA test for testing the difference of sepal width
between the three species.(Including the summary of data and
graphical display)
3. Run an ANOVA test for testing the difference of petal length
between the three species.(Including the summary of data and
graphical display)
4. Run an ANOVA test for testing the difference of petal width
between the three species.(Including the summary of data and
graphical display)
Please fully answer, Thankyou :)!
\begin{tabular}{|r|r|r|r|} \hline \( 7.9 \) & \( 3.8 \) & \( 6.4 \) & 2 virginica \\ \hline \( 6.4 \) & \( 2.8 \) & \( 5.6 \) & \( 2.2 \) virginica \\ \hline \( 6.3 \) & \( 2.8 \) & \( 5.1 \) & \( 1.5 \) virginica \\ \hline \( 6.1 \) & \( 2.6 \) & \( 5.6 \) & \( 1.4 \) virginica \\ \hline \( 7.7 \) & 3 & \( 6.1 \) & \( 2.3 \) virginica \\ \hline \( 6.3 \) & \( 3.4 \) & \( 5.6 \) & \( 2.4 \) virginica \\ \hline \( 6.4 \) & \( 3.1 \) & \( 5.5 \) & \( 1.8 \) virginica \\ \hline 6 & 3 & \( 4.8 \) & \( 1.8 \) virginica \\ \hline \( 6.9 \) & \( 3.1 \) & \( 5.4 \) & \( 2.1 \) virginica \\ \hline \( 6.7 \) & \( 3.1 \) & \( 5.6 \) & \( 2.4 \) virginica \\ \hline \( 6.9 \) & \( 3.1 \) & \( 5.1 \) & \( 2.3 \) virginica \\ \hline \( 5.8 \) & \( 2.7 \) & \( 5.1 \) & \( 1.9 \) virginica \\ \hline \( 6.8 \) & \( 3.2 \) & \( 5.9 \) & \( 2.3 \) virginica \\ \hline \( 6.7 \) & \( 3.3 \) & \( 5.7 \) & \( 2.5 \) virginica \\ \hline \( 6.7 \) & 3 & \( 5.2 \) & \( 2.3 \) virginica \\ \hline \( 6.3 \) & \( 2.5 \) & 5 & \( 1.9 \) virginica \\ \hline \( 6.5 \) & 3 & \( 5.2 \) & 2 virginica \\ \hline \( 6.2 \) & \( 3.4 \) & \( 5.4 \) & \( 2.3 \) virginica \\ \hline \( 5.9 \) & 3 & \( 5.1 \) & \( 1.8 \) virginica \\ \hline \end{tabular}