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Simplify the following
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\[\huge (\frac{ a+1 }{ a^{2/3} - a^{1/3} +1 }- \frac{ a-1 }{ a-a^{1/2} })^{10}\]
just the inner thingy how to simplify it is so ugly
please use the subsequent identity, in order to decompose the numerator of first term: \[(x ^{3}+1)=(x ^{2}-x+1)\]
a = a^{1/3}^3
cool
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oop.... sorry: \[x ^{3}+1=(x+1)(x ^{2}-x+1)\]
\[a - 1 = (\sqrt a + 1)(\sqrt a - 1)\]And the denominator is \(\sqrt a (\sqrt a - 1)\).
yeah thanks
\[x=a ^{1/3}\]
Thanks! @No.name @ParthKohli
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\[\huge (a^{1/3} - a^{-1/2} ) \]
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