Solve (2(85*25+25*110*5)+4*75*5+110*85)=

$$(2(85 \times 25+25 \times 110 \times 5)+4 \times 75 \times 5+110 \times 85)=$$

Evaluate

$$42600$$

Solution Steps

Multiply 4 and 75 to get 300. Multiply 110 and 85 to get 9350.

$$2\left(85\times 25+25\times 110\times 5\right)+300\times 5+9350$$

Multiply 85 and 25 to get 2125. Multiply 25 and 110 to get 2750.

$$2\left(2125+2750\times 5\right)+300\times 5+9350$$

Multiply 2750 and 5 to get 13750.

$$2\left(2125+13750\right)+300\times 5+9350$$

Add 2125 and 13750 to get 15875.

$$2\times 15875+300\times 5+9350$$

Multiply 2 and 15875 to get 31750.

$$31750+300\times 5+9350$$

Multiply 300 and 5 to get 1500.

$$31750+1500+9350$$

Add 31750 and 1500 to get 33250.

$$33250+9350$$

Add 33250 and 9350 to get 42600.

$$42600$$

Factor

$$2^{3}\times 3\times 5^{2}\times 71$$