Solve {l}{14+14+26+11+7+12+7+5}{20,55+0,00+065+0,70+0,75+0,80+0}

$$\left. \begin{array} { l } { 14 + 14 + 26 + 11 + 7 + 12 + 7 + 5 } \\ { 20,55 + 0,00 + 065 + 0,70 + 0,75 + 0,80 + 0 } \end{array} \right.$$

Sort

$$87,8;96$$

Solution Steps

Add 14 and 14 to get 28.

$$sort(28+26+11+7+12+7+5;20,55+0+65+0,7+0,75+0,8+0)$$

Add 28 and 26 to get 54.

$$sort(54+11+7+12+7+5;20,55+0+65+0,7+0,75+0,8+0)$$

Add 54 and 11 to get 65.

$$sort(65+7+12+7+5;20,55+0+65+0,7+0,75+0,8+0)$$

Add 65 and 7 to get 72.

$$sort(72+12+7+5;20,55+0+65+0,7+0,75+0,8+0)$$

Add 72 and 12 to get 84.

$$sort(84+7+5;20,55+0+65+0,7+0,75+0,8+0)$$

Add 84 and 7 to get 91.

$$sort(91+5;20,55+0+65+0,7+0,75+0,8+0)$$

Add 91 and 5 to get 96.

$$sort(96;20,55+0+65+0,7+0,75+0,8+0)$$

Add 20,55 and 0 to get 20,55.

$$sort(96;20,55+65+0,7+0,75+0,8+0)$$

Add 20,55 and 65 to get 85,55.

$$sort(96;85,55+0,7+0,75+0,8+0)$$

Add 85,55 and 0,7 to get 86,25.

$$sort(96;86,25+0,75+0,8+0)$$

Add 86,25 and 0,75 to get 87.

$$sort(96;87+0,8+0)$$

Add 87 and 0,8 to get 87,8.

$$sort(96;87,8+0)$$

Add 87,8 and 0 to get 87,8.

$$sort(96;87,8)$$

To sort the list, start from a single element 96.

$$96$$

Insert 87,8 to the appropriate location in the new list.

$$87,8;96$$

Evaluate

$$96,\ 87,8$$