Solve {l}{780*136}{485*1364}{764*795}{530*470}{314*166}{530*385}

$$\left. \begin{array} { l } { 780 \times 136 } \\ { 485 \times 1364 } \\ { 764 \times 795 } \\ { 530 \times 470 } \\ { 314 \times 166 } \\ { 530 \times 385 } \end{array} \right.$$

Sort

$$52124,106080,204050,249100,607380,661540$$

Solution Steps

Multiply 780 and 136 to get 106080.

$$sort(106080,485\times 1364,764\times 795,530\times 470,314\times 166,530\times 385)$$

Multiply 485 and 1364 to get 661540.

$$sort(106080,661540,764\times 795,530\times 470,314\times 166,530\times 385)$$

Multiply 764 and 795 to get 607380.

$$sort(106080,661540,607380,530\times 470,314\times 166,530\times 385)$$

Multiply 530 and 470 to get 249100.

$$sort(106080,661540,607380,249100,314\times 166,530\times 385)$$

Multiply 314 and 166 to get 52124.

$$sort(106080,661540,607380,249100,52124,530\times 385)$$

Multiply 530 and 385 to get 204050.

$$sort(106080,661540,607380,249100,52124,204050)$$

To sort the list, start from a single element 106080.

$$106080$$

Insert 661540 to the appropriate location in the new list.

$$106080,661540$$

Insert 607380 to the appropriate location in the new list.

$$106080,607380,661540$$

Insert 249100 to the appropriate location in the new list.

$$106080,249100,607380,661540$$

Insert 52124 to the appropriate location in the new list.

$$52124,106080,249100,607380,661540$$

Insert 204050 to the appropriate location in the new list.

$$52124,106080,204050,249100,607380,661540$$

Evaluate

$$106080,\ 661540,\ 607380,\ 249100,\ 52124,\ 204050$$