Solve {l}{(53-135+79)-(53+79)+(-153)-(-53+179)}{258-[122-(-358+322)]}

$$\left. \begin{array} { l } { ( 53 - 135 + 79 ) - ( 53 + 79 ) + ( - 153 ) - ( - 53 + 179 ) } \\ { 258 - [ 122 - ( - 358 + 322 ) ] } \end{array} \right.$$

Sort

$$-414,\ 100$$

Solution Steps

Subtract 135 from 53 to get -82.

$$sort(-82+79-\left(53+79\right)-153-\left(-53+179\right),258-\left(122-\left(-358+322\right)\right))$$

Add -82 and 79 to get -3.

$$sort(-3-\left(53+79\right)-153-\left(-53+179\right),258-\left(122-\left(-358+322\right)\right))$$

Add 53 and 79 to get 132.

$$sort(-3-132-153-\left(-53+179\right),258-\left(122-\left(-358+322\right)\right))$$

Subtract 132 from -3 to get -135.

$$sort(-135-153-\left(-53+179\right),258-\left(122-\left(-358+322\right)\right))$$

Subtract 153 from -135 to get -288.

$$sort(-288-\left(-53+179\right),258-\left(122-\left(-358+322\right)\right))$$

Add -53 and 179 to get 126.

$$sort(-288-126,258-\left(122-\left(-358+322\right)\right))$$

Subtract 126 from -288 to get -414.

$$sort(-414,258-\left(122-\left(-358+322\right)\right))$$

Add -358 and 322 to get -36.

$$sort(-414,258-\left(122-\left(-36\right)\right))$$

The opposite of -36 is 36.

$$sort(-414,258-\left(122+36\right))$$

Add 122 and 36 to get 158.

$$sort(-414,258-158)$$

Subtract 158 from 258 to get 100.

$$sort(-414,100)$$

The list values are already in order.

$$-414,100$$

Evaluate

$$-414,\ 100$$