Finite Math Examples

$(6 w^{4} y^{2} v^{8}) (18 y^{7} v^{3})$

Step 1

Move $w^{4}$ in $\frac{(6 w^{4} y^{2} v^{8}) (18 y^{7} v^{3})}{1}$ to the denominator and change the exponent from positive to negative.

$\frac{108 v^{11} y^{9}}{w^{- 4}}$

Step 2

Move $y^{2}$ in $\frac{108 v^{11} y^{9}}{w^{- 4}}$ to the denominator and change the exponent from positive to negative.

$\frac{108 v^{11} y^{7}}{w^{- 4} y^{- 2}}$

Step 3

Move $v^{8}$ in $\frac{108 v^{11} y^{7}}{w^{- 4} y^{- 2}}$ to the denominator and change the exponent from positive to negative.

$\frac{108 v^{3} y^{7}}{w^{- 4} y^{- 2} v^{- 8}}$

Step 4

Move $y^{7}$ in $\frac{108 v^{3} y^{7}}{w^{- 4} y^{- 2} v^{- 8}}$ to the denominator and change the exponent from positive to negative.

$\frac{108 v^{3}}{w^{- 4} y^{- 2} v^{- 8} y^{- 7}}$

Step 5

Move $v^{3}$ in $\frac{108 v^{3}}{w^{- 4} y^{- 2} v^{- 8} y^{- 7}}$ to the denominator and change the exponent from positive to negative.

$\frac{108}{w^{- 4} y^{- 2} v^{- 8} y^{- 7} v^{- 3}}$