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x1+x2+x21+x4+x31+x+x41+x3 \large\dfrac {x}{1+{x}^{2}} +\dfrac {x^2}{1+{x}^{4}} +\dfrac {x^3}{1+{x}} +\dfrac {x^4}{1+x^3} 1+x2x+1+x4x2+1+xx3+1+x3x4
If x5=1x^5=1x5=1 with x≠1x \ne 1x=1, evaluate the value of the expression above.
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