Solve {l}{6.6-5.58}{4.6-5.58}{5.4-5.58}{5.8-5.58}{5.5-5.58}

$$\left. \begin{array} { l } { 6.6 - 5.58 } \\ { 4.6 - 5.58 } \\ { 5.4 - 5.58 } \\ { 5.8 - 5.58 } \\ { 5.5 - 5.58 } \end{array} \right.$$

Sort

$$-0.98,-0.18,-0.08,0.22,1.02$$

Solution Steps

Subtract 5.58 from 6.6 to get 1.02.

$$sort(1.02,4.6-5.58,5.4-5.58,5.8-5.58,5.5-5.58)$$

Subtract 5.58 from 4.6 to get -0.98.

$$sort(1.02,-0.98,5.4-5.58,5.8-5.58,5.5-5.58)$$

Subtract 5.58 from 5.4 to get -0.18.

$$sort(1.02,-0.98,-0.18,5.8-5.58,5.5-5.58)$$

Subtract 5.58 from 5.8 to get 0.22.

$$sort(1.02,-0.98,-0.18,0.22,5.5-5.58)$$

Subtract 5.58 from 5.5 to get -0.08.

$$sort(1.02,-0.98,-0.18,0.22,-0.08)$$

To sort the list, start from a single element 1.02.

$$1.02$$

Insert -0.98 to the appropriate location in the new list.

$$-0.98,1.02$$

Insert -0.18 to the appropriate location in the new list.

$$-0.98,-0.18,1.02$$

Insert 0.22 to the appropriate location in the new list.

$$-0.98,-0.18,0.22,1.02$$

Insert -0.08 to the appropriate location in the new list.

$$-0.98,-0.18,-0.08,0.22,1.02$$

Evaluate

$$1.02,\ -0.98,\ -0.18,\ 0.22,\ -0.08$$