integration of x²/x⁴+x²+1 dx
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Answer:
integral(x^2/x^4 + x^2 + 1) dx = x^3/3 + x - 1/x + constant
Step-by-step explanation:
integral( 1/x^2+x^2+1) dx
= integral (x^-2+x^2+1)dx
=( x^-2+1)/(-2+1)+x^3/3+x +constant
=x^-1/-1+x^3/3+x+constant
=-(1/x)+x^3/3+x+constant
=x^3/3 +x-1/x+constant
integral(x^2/x^4 + x^2 + 1) dx = x^3/3 + x - 1/x + constant
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