Solve {l}{(14231-196+1691*45:19):40}{(607*213-12510:45*65-93450)*28}

$$\left. \begin{array} { l } { ( 14231 - 196 + 1691 \cdot 45 : 19 ) : 40 } \\ { ( 607 \cdot 213 - 12510 : 45 \cdot 65 - 93450 ) \cdot 28 } \end{array} \right.$$

Sort

$$451,\ 497588$$

Solution Steps

Subtract 196 from 14231 to get 14035.

$$sort(\frac{14035+\frac{1691\times 45}{19}}{40},\left(607\times 213-\frac{12510}{45}\times 65-93450\right)\times 28)$$

Multiply 1691 and 45 to get 76095.

$$sort(\frac{14035+\frac{76095}{19}}{40},\left(607\times 213-\frac{12510}{45}\times 65-93450\right)\times 28)$$

Divide 76095 by 19 to get 4005.

$$sort(\frac{14035+4005}{40},\left(607\times 213-\frac{12510}{45}\times 65-93450\right)\times 28)$$

Add 14035 and 4005 to get 18040.

$$sort(\frac{18040}{40},\left(607\times 213-\frac{12510}{45}\times 65-93450\right)\times 28)$$

Divide 18040 by 40 to get 451.

$$sort(451,\left(607\times 213-\frac{12510}{45}\times 65-93450\right)\times 28)$$

Multiply 607 and 213 to get 129291.

$$sort(451,\left(129291-\frac{12510}{45}\times 65-93450\right)\times 28)$$

Divide 12510 by 45 to get 278.

$$sort(451,\left(129291-278\times 65-93450\right)\times 28)$$

Multiply 278 and 65 to get 18070.

$$sort(451,\left(129291-18070-93450\right)\times 28)$$

Subtract 18070 from 129291 to get 111221.

$$sort(451,\left(111221-93450\right)\times 28)$$

Subtract 93450 from 111221 to get 17771.

$$sort(451,17771\times 28)$$

Multiply 17771 and 28 to get 497588.

$$sort(451,497588)$$

The list values are already in order.

$$451,497588$$

Evaluate

$$451,\ 497588$$