Solve 33+33div33div33+33-33*33*33

$$33+33 \div 33 \div 33+33-33 \times 33 \times 33$$

Evaluate

$$-\frac{1183742}{33}\approx -35870.96969697$$

Solution Steps

Divide 33 by 33 to get 1.

$$33+\frac{1}{33}+33-33\times 33\times 33$$

Convert 33 to fraction \frac{1089}{33}.

$$\frac{1089}{33}+\frac{1}{33}+33-33\times 33\times 33$$

Since \frac{1089}{33} and \frac{1}{33} have the same denominator, add them by adding their numerators.

$$\frac{1089+1}{33}+33-33\times 33\times 33$$

Add 1089 and 1 to get 1090.

$$\frac{1090}{33}+33-33\times 33\times 33$$

Convert 33 to fraction \frac{1089}{33}.

$$\frac{1090}{33}+\frac{1089}{33}-33\times 33\times 33$$

Since \frac{1090}{33} and \frac{1089}{33} have the same denominator, add them by adding their numerators.

$$\frac{1090+1089}{33}-33\times 33\times 33$$

Add 1090 and 1089 to get 2179.

$$\frac{2179}{33}-33\times 33\times 33$$

Multiply 33 and 33 to get 1089.

$$\frac{2179}{33}-1089\times 33$$

Multiply 1089 and 33 to get 35937.

$$\frac{2179}{33}-35937$$

Convert 35937 to fraction \frac{1185921}{33}.

$$\frac{2179}{33}-\frac{1185921}{33}$$

Since \frac{2179}{33} and \frac{1185921}{33} have the same denominator, subtract them by subtracting their numerators.

$$\frac{2179-1185921}{33}$$

Subtract 1185921 from 2179 to get -1183742.

$$-\frac{1183742}{33}$$

Factor

$$-\frac{1183742}{33} = -35870\frac{32}{33} = -35870.969696969696$$