Statement A : The L.C.M of x^2 - 4 and x + 2 is x^4 - 4 statement B : If (x - 1) is a common factor of f (x) and g (x) , then f (1) = g(1) a) Both A and B are trueb) Both A and B are falsec) A is true and B is falsed) A is false and B is true

Statement A : The L.C.M of x^2 - 4 and x + 2 is x^4 - 4 statement B

1.	Statement A : The L.C.M of x^2 - 4 and x + 2 is x^4 - 4 statement B : If (x - 1) is a common factor of f (x) and g (x) , then f (1) = g(1) a) Both A and B are trueb) Both A and B are falsec) A is true and B is falsed) A is false and B is true
Answer» OPTION a is the ANSWER for the GIVEN problemBoth A and B are TRUE

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Statement A : The L.C.M of x^2 - 4 and x + 2 is x^4 - 4 statement B : If (x - 1) is a common factor of f (x) and g (x) , then f (1) = g(1) a) Both A and B are trueb) Both A and B are falsec) A is true and B is falsed) A is false and B is true​

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Statement A : The L.C.M of x^2 - 4 and x + 2 is x^4 - 4 statement B : If (x - 1) is a common factor of f (x) and g (x) , then f (1) = g(1) a) Both A and B are trueb) Both A and B are falsec) A is true and B is falsed) A is false and B is true