Consider the following data set. n = 10 measurements: 7, 4, 5, 8, 3, 4, 6, 7, 3, 5 Draw a dotplot for the given data set. A button hyperlink to the SALT program that reads: Use SALT. A dotplot has a horizontal axis with values from 2 to 9.The dotplot has 10 dots at the following approximate positions. 3 has 2 dots. 4 has 2 dots. 5 has 2 dots. 6 has 1 dot. 7 has 2 dots. 8 has 1 dot. A dotplot has a horizontal axis with values from 2 to 9.The dotplot has 10 dots at the following approximate positions. 3 has 1 dot. 4 has 1 dot. 5 has 2 dots. 6 has 3 dots. 7 has 2 dots. 8 has 1 dot. A dotplot has a horizontal axis with values from 2 to 9.The dotplot has 10 dots at the following approximate positions. 3 has 1 dot. 4 has 2 dots. 5 has 3 dots. 6 has 2 dots. 7 has 1 dot. 8 has 1 dot. A dotplot has a horizontal axis with values from 2 to 9.The dotplot has 10 dots at the following approximate positions. 3 has 1 dot. 4 has 2 dots. 5 has 2 dots. 6 has 2 dots. 7 has 2 dots. 8 has 1 dot. Correct: Your answer is correct. Are the data mound-shaped? Can you use Tchebysheff's Theorem to describe the data? The Empirical Rule? Explain. The data set is not mound-shaped. Hence we can use Tchebysheff's Theorem, but not the Empirical Rule to describe the data. The data set is relatively mound-shaped. Hence we can use Tchebysheff's Theorem, but not the Empirical Rule to describe the data. The data set is relatively mound-shaped. Hence you can use both Tchebysheff's Theorem and the Empiri