let f(x) be a polynomial such that f(-1/2)=0, then find a factor of f(x)
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Answered by
43
Hey user
Here is your answer :-
_______________________________
f ( x ) is a polynomial such that f ( -1/2 ) = 0
So x = - 1/2 satisfies the equation,
Hence x + 1/2 is a factor of f ( x )
Here is your answer :-
_______________________________
f ( x ) is a polynomial such that f ( -1/2 ) = 0
So x = - 1/2 satisfies the equation,
Hence x + 1/2 is a factor of f ( x )
Answered by
29
since f(x) is the given polynomial , it's a function of 'x' .
It's given that the value of x = -1/2 , satisfies the function condition f(x) = 0
then , x + 1/2 = 0 , is a factor of f(x) .
so , (X + 1/2) is a factor of f(X)
It's given that the value of x = -1/2 , satisfies the function condition f(x) = 0
then , x + 1/2 = 0 , is a factor of f(x) .
so , (X + 1/2) is a factor of f(X)
superyash80:
how it satisfies pls explain in detail
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