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(1+x)^(500)+x(1+x)^(499)+x^(2)(1+x)^(498...

(1+x)^(500)+x(1+x)^(499)+x^(2)(1+x)^(498)+......+x^(500)

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Let f(x)=x+(1-x)x^(3)+(1-x)(1-x^(2))x^(3)+.........+(1-x)(1-x^(2))......*(1-x^(n-1))x^(n);(n>=4) then :

Solve the inequality (((x-2)^(10000)(x+1)^(235)(x-(1)/(2))^(9 pi1)(x+8))^(4))/(x^(500)(x-3)^(75)(x+2)^(93))>=

Let f(x)=x+(1-x)x^(2)+(1-x)(1-x^(2))x^(3)+............+(1-x)(1-x^(2)).........(1-x^(n-1))x^(n);(n) then :

Solve the inequality ((x - 2)^10000 (x + 1)^235 (x-1/2)^971 (x+8)^4) / (x^500 (x-3)^75 (x+2)^93) >=0

Solve the inequality ((x - 2)^10000 (x + 1)^235 (x-1/2)^971 (x+8))^4 / (x^500 (x-3)^75 (x+2)^93) >=0

Solve the inequality ((x - 2)^10000 (x + 1)^235 (x-1/2)^971 (x+8))^4 / (x^500 (x-3)^75 (x+2)^93) >=0

Solve the inequality ((x - 2)^10000 (x + 1)^235 (x-1/2)^971 (x+8))^4 / (x^500 (x-3)^75 (x+2)^93) >=0

32x^4-500x

32x^(4)-500x