Solve {l}{108*70}{216*95}{144*110}{252*130}{288*85}

$$\left. \begin{array} { l } { 108 \times 70 } \\ { 216 \times 95 } \\ { 144 \times 110 } \\ { 252 \times 130 } \\ { 288 \times 85 } \end{array} \right.$$

Sort

$$7560,15840,20520,24480,32760$$

Solution Steps

Multiply 108 and 70 to get 7560.

$$sort(7560,216\times 95,144\times 110,252\times 130,288\times 85)$$

Multiply 216 and 95 to get 20520.

$$sort(7560,20520,144\times 110,252\times 130,288\times 85)$$

Multiply 144 and 110 to get 15840.

$$sort(7560,20520,15840,252\times 130,288\times 85)$$

Multiply 252 and 130 to get 32760.

$$sort(7560,20520,15840,32760,288\times 85)$$

Multiply 288 and 85 to get 24480.

$$sort(7560,20520,15840,32760,24480)$$

To sort the list, start from a single element 7560.

$$7560$$

Insert 20520 to the appropriate location in the new list.

$$7560,20520$$

Insert 15840 to the appropriate location in the new list.

$$7560,15840,20520$$

Insert 32760 to the appropriate location in the new list.

$$7560,15840,20520,32760$$

Insert 24480 to the appropriate location in the new list.

$$7560,15840,20520,24480,32760$$

Evaluate

$$7560,\ 20520,\ 15840,\ 32760,\ 24480$$