Answer:
24π/5 , 63/4, 15.758, 956√e
Explanation:
See attachment
Given 4 numbers
From option a through d, you'll notice that the numbers are the same. The only difference is the way they're ordered.
So, the first step is to list out the numbers (with no preference of order)
The digits are:
24π/5 , 63/4, 15.758 and 956√e
The first step is to convert all numbers to the same form.
For this assignment, we'll make use of decimal.
So, we'll convert all given digits to to 3 decimal points
1. 24π/5 -- using π as 22/7
= (24 * 22)/(7 * 5)
= 15.086
2. 63/4 = 15.750
3. 15.758
4. 956√e
= 956 * √2.718281828459045
= 956 * 1.648721270700128
=1576.178
Having done the conversion; the order of arrangements of the digit from least to greatest is (in decimal)
15.086, 15.750, 15.758, 1576.178
Then we return the numbers to their original forms
24π/5 , 63/4, 15.758, 956√e