Solve 34*13*52-49*89*63-33+31*98/13

$$\frac { 34 \cdot 13 \cdot 52 - 49 \cdot 89 \cdot 63 - 33 + 31 \cdot 98 } { 13 }$$

Evaluate

$$-\frac{248754}{13}\approx -19134.923076923$$

Solution Steps

Multiply 34 and 13 to get 442.

$$\frac{442\times 52-49\times 89\times 63-33+31\times 98}{13}$$

Multiply 442 and 52 to get 22984.

$$\frac{22984-49\times 89\times 63-33+31\times 98}{13}$$

Multiply 49 and 89 to get 4361.

$$\frac{22984-4361\times 63-33+31\times 98}{13}$$

Multiply 4361 and 63 to get 274743.

$$\frac{22984-274743-33+31\times 98}{13}$$

Subtract 274743 from 22984 to get -251759.

$$\frac{-251759-33+31\times 98}{13}$$

Subtract 33 from -251759 to get -251792.

$$\frac{-251792+31\times 98}{13}$$

Multiply 31 and 98 to get 3038.

$$\frac{-251792+3038}{13}$$

Add -251792 and 3038 to get -248754.

$$\frac{-248754}{13}$$

Fraction \frac{-248754}{13} can be rewritten as -\frac{248754}{13} by extracting the negative sign.

$$-\frac{248754}{13}$$

Factor

$$-\frac{248754}{13} = -19134\frac{12}{13} = -19134.923076923078$$