Solve {l}{1040*1115*1}{700*1515*1}{1040*515*1}{1085*435*1}{530*435*1}{956*446*2}

$$\left. \begin{array} { l } { 1040 \times 1115 \times 1 } \\ { 700 \times 1515 \times 1 } \\ { 1040 \times 515 \times 1 } \\ { 1085 \times 435 \times 1 } \\ { 530 \times 435 \times 1 } \\ { 956 \times 446 \times 2 } \end{array} \right.$$

Sort

$$230550,471975,535600,852752,1060500,1159600$$

Solution Steps

Multiply 1040 and 1115 to get 1159600.

$$sort(1159600\times 1,700\times 1515\times 1,1040\times 515\times 1,1085\times 435\times 1,530\times 435\times 1,956\times 446\times 2)$$

Multiply 1159600 and 1 to get 1159600.

$$sort(1159600,700\times 1515\times 1,1040\times 515\times 1,1085\times 435\times 1,530\times 435\times 1,956\times 446\times 2)$$

Multiply 700 and 1515 to get 1060500.

$$sort(1159600,1060500\times 1,1040\times 515\times 1,1085\times 435\times 1,530\times 435\times 1,956\times 446\times 2)$$

Multiply 1060500 and 1 to get 1060500.

$$sort(1159600,1060500,1040\times 515\times 1,1085\times 435\times 1,530\times 435\times 1,956\times 446\times 2)$$

Multiply 1040 and 515 to get 535600.

$$sort(1159600,1060500,535600\times 1,1085\times 435\times 1,530\times 435\times 1,956\times 446\times 2)$$

Multiply 535600 and 1 to get 535600.

$$sort(1159600,1060500,535600,1085\times 435\times 1,530\times 435\times 1,956\times 446\times 2)$$

Multiply 1085 and 435 to get 471975.

$$sort(1159600,1060500,535600,471975\times 1,530\times 435\times 1,956\times 446\times 2)$$

Multiply 471975 and 1 to get 471975.

$$sort(1159600,1060500,535600,471975,530\times 435\times 1,956\times 446\times 2)$$

Multiply 530 and 435 to get 230550.

$$sort(1159600,1060500,535600,471975,230550\times 1,956\times 446\times 2)$$

Multiply 230550 and 1 to get 230550.

$$sort(1159600,1060500,535600,471975,230550,956\times 446\times 2)$$

Multiply 956 and 446 to get 426376.

$$sort(1159600,1060500,535600,471975,230550,426376\times 2)$$

Multiply 426376 and 2 to get 852752.

$$sort(1159600,1060500,535600,471975,230550,852752)$$

To sort the list, start from a single element 1159600.

$$1159600$$

Insert 1060500 to the appropriate location in the new list.

$$1060500,1159600$$

Insert 535600 to the appropriate location in the new list.

$$535600,1060500,1159600$$

Insert 471975 to the appropriate location in the new list.

$$471975,535600,1060500,1159600$$

Insert 230550 to the appropriate location in the new list.

$$230550,471975,535600,1060500,1159600$$

Insert 852752 to the appropriate location in the new list.

$$230550,471975,535600,852752,1060500,1159600$$

Evaluate

$$1159600,\ 1060500,\ 535600,\ 471975,\ 230550,\ 852752$$