What is ((a^{10}+b^{10}))/((a^{-1)0+b^{-1}0)} ?

The solution to ((a^{10}+b^{10}))/((a^{-1)0+b^{-1}0)} is Undefined

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simplify ((a^{10}+b^{10}))/((a^{-1)0+b^{-1}0)}

simplify

\frac{( a ^{10} + b ^{10} )}{( a ^{- 1} 0 + b ^{- 1} 0 )}

Undefined

Solution steps

\frac{a ^{10} + b ^{10}}{a ^{- 1} \cdot 0 + b ^{- 1} \cdot 0}

Apply rule:

a \cdot 0 = 0

= \frac{a ^{10} + b ^{10}}{0 + 0}

Apply rule:

a + 0 = a

0 + 0 = 0

= \frac{a ^{10} + b ^{10}}{0}

\frac{a}{0}

is undefined

= Undefined

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What is ((a^{10}+b^{10}))/((a^{-1)0+b^{-1}0)} ?
The solution to ((a^{10}+b^{10}))/((a^{-1)0+b^{-1}0)} is Undefined