Solve (5500+5000+3500*4+3000+2500*5+2000*3+1500*20)div33

$$(5500+5000+3500 \times 4+3000+2500 \times 5+2000 \times 3+1500 \times 20) \div 33$$

Evaluate

$$\frac{76000}{33}\approx 2303.03030303$$

Solution Steps

Multiply 3500 and 4 to get 14000. Multiply 2500 and 5 to get 12500. Multiply 2000 and 3 to get 6000. Multiply 1500 and 20 to get 30000.

$$\frac{5500+5000+14000+3000+12500+6000+30000}{33}$$

Add 5500 and 5000 to get 10500.

$$\frac{10500+14000+3000+12500+6000+30000}{33}$$

Add 10500 and 14000 to get 24500.

$$\frac{24500+3000+12500+6000+30000}{33}$$

Add 24500 and 3000 to get 27500.

$$\frac{27500+12500+6000+30000}{33}$$

Add 27500 and 12500 to get 40000.

$$\frac{40000+6000+30000}{33}$$

Add 40000 and 6000 to get 46000.

$$\frac{46000+30000}{33}$$

Add 46000 and 30000 to get 76000.

$$\frac{76000}{33}$$

Factor

$$\frac{2 ^ {5} \cdot 5 ^ {3} \cdot 19}{3 \cdot 11} = 2303\frac{1}{33} = 2303.030303030303$$