Which set of numbers is correctly ordered from greatest to least?

A. 7,207.36, 221, 2.4 - \(\sqrt{3x}\)

B. 7.36, 221, 2.4 - \(\sqrt{3x}\), 30

C. 2.4\(\sqrt{\sqrt{3}}\), 7.36, 221, 1.7

D. 2.4 - \(\sqrt{3x}\), 230, 7.36, 7

Answer :

The set of number that is correctly ordered from the question in the attachment is option D.

How to solve for the solution in order to get the ordering

1. [tex]7\frac{1}{3}[/tex] = 7 + 0.3333

= 7.3333

2. 221 / 30 = 7.3666

3. 7.36 = 7.36363636

4. [tex]2.4\sqrt{3\pi }[/tex] = 2.4 * [tex]\sqrt{9.43}[/tex]

= 7.36999

We would have to arrange all of the values from their highest to the least values

7.36999, 7.3666, 7.36363636, 7.3333

[tex]2.4\sqrt{3\pi }[/tex], 221 / 30, 7.36 , 7.3333

Hence the last option is the answer. It shows how the solution is ordered from the greatest to the smallest value

Read more on ordered numbers here: https://brainly.com/question/1094377

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