Solve {l}{(+136)+(-239)+(+805)+(-327)+(-675)+(+137)+(+131)+(+128)}{(+241)-(+263)-(-140)+(-187)+(+428)+(-359)+(-132)-(-141)}

$$\left. \begin{array} { l } { ( + 136 ) + ( - 239 ) + ( + 805 ) + ( - 327 ) + ( - 675 ) + ( + 137 ) + ( + 131 ) + ( + 128 ) } \\ { ( + 241 ) - ( + 263 ) - ( - 140 ) + ( - 187 ) + ( + 428 ) + ( - 359 ) + ( - 132 ) - ( - 141 ) } \end{array} \right.$$

Sort

$$9,96$$

Solution Steps

Subtract 239 from 136 to get -103.

$$sort(-103+805-327-675+137+131+128,241-263-\left(-140\right)-187+428-359-132-\left(-141\right))$$

Add -103 and 805 to get 702.

$$sort(702-327-675+137+131+128,241-263-\left(-140\right)-187+428-359-132-\left(-141\right))$$

Subtract 327 from 702 to get 375.

$$sort(375-675+137+131+128,241-263-\left(-140\right)-187+428-359-132-\left(-141\right))$$

Subtract 675 from 375 to get -300.

$$sort(-300+137+131+128,241-263-\left(-140\right)-187+428-359-132-\left(-141\right))$$

Add -300 and 137 to get -163.

$$sort(-163+131+128,241-263-\left(-140\right)-187+428-359-132-\left(-141\right))$$

Add -163 and 131 to get -32.

$$sort(-32+128,241-263-\left(-140\right)-187+428-359-132-\left(-141\right))$$

Add -32 and 128 to get 96.

$$sort(96,241-263-\left(-140\right)-187+428-359-132-\left(-141\right))$$

Subtract 263 from 241 to get -22.

$$sort(96,-22-\left(-140\right)-187+428-359-132-\left(-141\right))$$

The opposite of -140 is 140.

$$sort(96,-22+140-187+428-359-132-\left(-141\right))$$

Add -22 and 140 to get 118.

$$sort(96,118-187+428-359-132-\left(-141\right))$$

Subtract 187 from 118 to get -69.

$$sort(96,-69+428-359-132-\left(-141\right))$$

Add -69 and 428 to get 359.

$$sort(96,359-359-132-\left(-141\right))$$

Subtract 359 from 359 to get 0.

$$sort(96,-132-\left(-141\right))$$

The opposite of -141 is 141.

$$sort(96,-132+141)$$

Add -132 and 141 to get 9.

$$sort(96,9)$$

To sort the list, start from a single element 96.

$$96$$

Insert 9 to the appropriate location in the new list.

$$9,96$$

Evaluate

$$96,\ 9$$