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how to prove that x^6+x^4+x^2+x+3=0 has no positive real root???
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when x>0, the function is always >0
if x > 0, each term will individually be greater than 0, since they all have positive signs
it says "has no positive real roots"..
but in case to prove that the function is never having a positive root atleast we have to prove that the function is positive for all x belonging to real num...
if each individual term is positive then their sum is positive.
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no, just need to prove the positive part, the question does not ask for the negative part
ohhhh yaa yaa ...thnxxx i just didnt realised that part!!!!
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