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12121212 (343)

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Let F(x) be a polynomial function in x.
 
F(x) + F(y) = F(x).F(y)
 
Given : F(2) = 33.
 
Find the products of the roots of the equations F(x)=0.
    
venkat_tatolu (228)

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Answer may be NONE.

Because given function is an exponential function.

Exponential fuction is always +ve.So there are no roots for
given equation.

***T.Venkat***
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krishna.gopal (2399)

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Venkat this function is not exponential.
Rather if F(x)+F(y)= F(x)*F(y)
and F(2)=33
then F(2)+F(2) is not equal to F(2)*F(2)
So i think 12121212 (please give ur name) please check the question and ask again

Krishna Gopal Singh
B.Tech Chemical Engg
IIT Delhi 2002
Currently doing PhD from IIT Delhi
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venkat_tatolu (228)

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Take in F(x)=a^x (where a is +ve and not equal to1).
It is exponential function(Definition)
Also In RHS there is product only.

***T.Venkat***
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jatinroxx (355)

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Is the answer 1???

HOPE U GOT IT...
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