Solve {l}{(-3)+(+1)+(-7)+(+5)+(-3)+(-6)+(+4)+(-2)+(-8)}{(-3)+(+8)-(-6)+(-9)+(+7)-(-2)+(-5)-(-4)+(-1)}{(+25)+(-41)+(+17)+(-33)+(-48)+(+54)+(-14)+(+11)}

$$\left. \begin{array} { l } { ( - 3 ) + ( + 1 ) + ( - 7 ) + ( + 5 ) + ( - 3 ) + ( - 6 ) + ( + 4 ) + ( - 2 ) + ( - 8 ) } \\ { ( - 3 ) + ( + 8 ) - ( - 6 ) + ( - 9 ) + ( + 7 ) - ( - 2 ) + ( - 5 ) - ( - 4 ) + ( - 1 ) } \\ { ( + 25 ) + ( - 41 ) + ( + 17 ) + ( - 33 ) + ( - 48 ) + ( + 54 ) + ( - 14 ) + ( + 11 ) } \end{array} \right.$$

Sort

$$-29,-19,9$$

Solution Steps

Add -3 and 1 to get -2.

$$sort(-2-7+5-3-6+4-2-8,-3+8-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Subtract 7 from -2 to get -9.

$$sort(-9+5-3-6+4-2-8,-3+8-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Add -9 and 5 to get -4.

$$sort(-4-3-6+4-2-8,-3+8-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Subtract 3 from -4 to get -7.

$$sort(-7-6+4-2-8,-3+8-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Subtract 6 from -7 to get -13.

$$sort(-13+4-2-8,-3+8-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Add -13 and 4 to get -9.

$$sort(-9-2-8,-3+8-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Subtract 2 from -9 to get -11.

$$sort(-11-8,-3+8-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Subtract 8 from -11 to get -19.

$$sort(-19,-3+8-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Add -3 and 8 to get 5.

$$sort(-19,5-\left(-6\right)-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

The opposite of -6 is 6.

$$sort(-19,5+6-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Add 5 and 6 to get 11.

$$sort(-19,11-9+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Subtract 9 from 11 to get 2.

$$sort(-19,2+7-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Add 2 and 7 to get 9.

$$sort(-19,9-\left(-2\right)-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

The opposite of -2 is 2.

$$sort(-19,9+2-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Add 9 and 2 to get 11.

$$sort(-19,11-5-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

Subtract 5 from 11 to get 6.

$$sort(-19,6-\left(-4\right)-1,25-41+17-33-48+54-14+11)$$

The opposite of -4 is 4.

$$sort(-19,6+4-1,25-41+17-33-48+54-14+11)$$

Add 6 and 4 to get 10.

$$sort(-19,10-1,25-41+17-33-48+54-14+11)$$

Subtract 1 from 10 to get 9.

$$sort(-19,9,25-41+17-33-48+54-14+11)$$

Subtract 41 from 25 to get -16.

$$sort(-19,9,-16+17-33-48+54-14+11)$$

Add -16 and 17 to get 1.

$$sort(-19,9,1-33-48+54-14+11)$$

Subtract 33 from 1 to get -32.

$$sort(-19,9,-32-48+54-14+11)$$

Subtract 48 from -32 to get -80.

$$sort(-19,9,-80+54-14+11)$$

Add -80 and 54 to get -26.

$$sort(-19,9,-26-14+11)$$

Subtract 14 from -26 to get -40.

$$sort(-19,9,-40+11)$$

Add -40 and 11 to get -29.

$$sort(-19,9,-29)$$

To sort the list, start from a single element -19.

$$-19$$

Insert 9 to the appropriate location in the new list.

$$-19,9$$

Insert -29 to the appropriate location in the new list.

$$-29,-19,9$$

Evaluate

$$-19,\ 9,\ -29$$