Solve [32000*1.7+10000*1.7]*8,265-[30000*1.8+40000*1.8]

$$[ 32000 \times 1.7 + 10000 \times 1.7 ] \times 8,265 - [ 30000 \times 1.8 + 40000 \times 1.8 ]$$

Sort

$$-125735,571200$$

Solution Steps

Multiply 32000 and 1.7 to get 54400.

$$sort(\left(54400+10000\times 1.7\right)\times 8,265-\left(30000\times 1.8+40000\times 1.8\right))$$

Multiply 10000 and 1.7 to get 17000.

$$sort(\left(54400+17000\right)\times 8,265-\left(30000\times 1.8+40000\times 1.8\right))$$

Add 54400 and 17000 to get 71400.

$$sort(71400\times 8,265-\left(30000\times 1.8+40000\times 1.8\right))$$

Multiply 71400 and 8 to get 571200.

$$sort(571200,265-\left(30000\times 1.8+40000\times 1.8\right))$$

Multiply 30000 and 1.8 to get 54000.

$$sort(571200,265-\left(54000+40000\times 1.8\right))$$

Multiply 40000 and 1.8 to get 72000.

$$sort(571200,265-\left(54000+72000\right))$$

Add 54000 and 72000 to get 126000.

$$sort(571200,265-126000)$$

Subtract 126000 from 265 to get -125735.

$$sort(571200,-125735)$$

To sort the list, start from a single element 571200.

$$571200$$

Insert -125735 to the appropriate location in the new list.

$$-125735,571200$$

Evaluate

$$571200,-125735$$