Solve {l}{43*1*63+41+1}{63*32-61}

$$\left. \begin{array} { l } { 43 \times 1 \times 63 + 41 + 1 } \\ { 63 \times 32 - 61 } \end{array} \right.$$

Sort

$$1955,2751$$

Solution Steps

Multiply 43 and 1 to get 43.

$$sort(43\times 63+41+1,63\times 32-61)$$

Multiply 43 and 63 to get 2709.

$$sort(2709+41+1,63\times 32-61)$$

Add 2709 and 41 to get 2750.

$$sort(2750+1,63\times 32-61)$$

Add 2750 and 1 to get 2751.

$$sort(2751,63\times 32-61)$$

Multiply 63 and 32 to get 2016.

$$sort(2751,2016-61)$$

Subtract 61 from 2016 to get 1955.

$$sort(2751,1955)$$

To sort the list, start from a single element 2751.

$$2751$$

Insert 1955 to the appropriate location in the new list.

$$1955,2751$$

Evaluate

$$2751,\ 1955$$