x^((2)/(3))+x^((1)/(3))-2=0
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solution:
x^2/3 + x^1/3 - 2 = 0
=> (x^1/3)² + x^1/3 -2 = 0
Splitting the middle term we get,
=> (x^1/3)²+2x^1/3-1x^1/3 -2=0
=> x^1/3(x^1/3+2)-1(x^1/3+2)=0
=> (x^1/3+2)(x^1/3-1)=0
=> x^1/3+2 = 0 Or x^1/3-1 = 0
=> x^1/3 = -2 or x^1/3 = 1
On cubeing both sides,we get
=> x =(-2)³ or x = 1³
=> x = -8 or x = 1
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x=1......................
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