Solve {c}{120*4200}{70*2600}{266*550}{1*14200}{18,5*440}{1*6700}

$$\left. \begin{array} { c } { 120 \times 4200 } \\ { 70 \times 2600 } \\ { 266 \times 550 } \\ { 1 \times 14200 } \\ { 18,5 \times 440 } \\ { 1 \times 6700 } \end{array} \right.$$

Sort

$$6700;8140;14200;146300;182000;504000$$

Solution Steps

Multiply 120 and 4200 to get 504000.

$$sort(504000;70\times 2600;266\times 550;1\times 14200;18,5\times 440;1\times 6700)$$

Multiply 70 and 2600 to get 182000.

$$sort(504000;182000;266\times 550;1\times 14200;18,5\times 440;1\times 6700)$$

Multiply 266 and 550 to get 146300.

$$sort(504000;182000;146300;1\times 14200;18,5\times 440;1\times 6700)$$

Multiply 1 and 14200 to get 14200.

$$sort(504000;182000;146300;14200;18,5\times 440;1\times 6700)$$

Multiply 18,5 and 440 to get 8140.

$$sort(504000;182000;146300;14200;8140;1\times 6700)$$

Multiply 1 and 6700 to get 6700.

$$sort(504000;182000;146300;14200;8140;6700)$$

To sort the list, start from a single element 504000.

$$504000$$

Insert 182000 to the appropriate location in the new list.

$$182000;504000$$

Insert 146300 to the appropriate location in the new list.

$$146300;182000;504000$$

Insert 14200 to the appropriate location in the new list.

$$14200;146300;182000;504000$$

Insert 8140 to the appropriate location in the new list.

$$8140;14200;146300;182000;504000$$

Insert 6700 to the appropriate location in the new list.

$$6700;8140;14200;146300;182000;504000$$

Evaluate

$$504000,\ 182000,\ 146300,\ 14200,\ 8140,\ 6700$$