Solve {l}{1600*5+1640*8+170*7+1720*6}{11750*100+1810*9+1840*-8}{+1900*6+1950*2}

$$\left. \begin{array} { l } { 1600 \times 5 + 1640 \times 8 + 170 \times 7 + 1720 \times 6 } \\ { 11750 \times 100 + 1810 \times 9 + 1840 \times - 8 } \\ { + 1900 \times 6 + 1950 \times 2 } \end{array} \right.$$

Sort

$$15300,32630,1176570$$

Solution Steps

Multiply 1600 and 5 to get 8000. Multiply 1640 and 8 to get 13120. Multiply 170 and 7 to get 1190. Multiply 1720 and 6 to get 10320.

$$sort(8000+13120+1190+10320,11750\times 100+1810\times 9+1840\left(-8\right),1900\times 6+1950\times 2)$$

Add 8000 and 13120 to get 21120.

$$sort(21120+1190+10320,11750\times 100+1810\times 9+1840\left(-8\right),1900\times 6+1950\times 2)$$

Add 21120 and 1190 to get 22310.

$$sort(22310+10320,11750\times 100+1810\times 9+1840\left(-8\right),1900\times 6+1950\times 2)$$

Add 22310 and 10320 to get 32630.

$$sort(32630,11750\times 100+1810\times 9+1840\left(-8\right),1900\times 6+1950\times 2)$$

Multiply 11750 and 100 to get 1175000. Multiply 1810 and 9 to get 16290. Multiply 1840 and -8 to get -14720.

$$sort(32630,1175000+16290-14720,1900\times 6+1950\times 2)$$

Add 1175000 and 16290 to get 1191290.

$$sort(32630,1191290-14720,1900\times 6+1950\times 2)$$

Subtract 14720 from 1191290 to get 1176570.

$$sort(32630,1176570,1900\times 6+1950\times 2)$$

Multiply 1900 and 6 to get 11400. Multiply 1950 and 2 to get 3900.

$$sort(32630,1176570,11400+3900)$$

Add 11400 and 3900 to get 15300.

$$sort(32630,1176570,15300)$$

To sort the list, start from a single element 32630.

$$32630$$

Insert 1176570 to the appropriate location in the new list.

$$32630,1176570$$

Insert 15300 to the appropriate location in the new list.

$$15300,32630,1176570$$

Evaluate

$$32630,\ 1176570,\ 15300$$