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Inequality

Posted February 14th, 2010 by alpha
in

Find the no. of positie integral solutions of $ \frac{x^2(3x-4)^2(x-2)^2}{(x-5)^2(2x-7)^6}\le0 $

‹ Prove the sum of the cube of the first n integers(i.e. summation n^3) by mathematical induction Straight line-1 ›

Comments

answer

On February 15th, 2010 Structure says:

$ \frac{x^2(3x-4)^2(x-2)^2}{(x-5)^2(2x-7)^6}\le0 $ for $ x\in N $ if and only if $ x=0 $ or $ x=2 $

answer

On February 15th, 2010 Structure says:

$ \frac{x^2(3x-4)^2(x-2)^2}{(x-5)^2(2x-7)^6}\le0 $ for $ x\in N $ if and only if $ x=0 $ or $ x=2 $

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