If `f(x)=int(x^8+4)/(x^4-2x^2+2)dxa n df(0)=0,t h e n``f(x)`is an odd function`f(x)`has range `R``f(x)`has at least one real root`f(x)`is amonotonic function.A. f(x) is an odd functtionB. f(x) has range RC. f(x) has at least one real rootD. f(x) is monotonic function

If `f(x)=int(x^8+4)/(x^4-2x^2+2)dxa n df(0)=0,t h e n``f(x)`is an odd

1.	If `f(x)=int(x^8+4)/(x^4-2x^2+2)dxa n df(0)=0,t h e n``f(x)`is an odd function`f(x)`has range `R``f(x)`has at least one real root`f(x)`is amonotonic function.A. f(x) is an odd functtionB. f(x) has range RC. f(x) has at least one real rootD. f(x) is monotonic function
Answer» Correct Answer - A::B

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If `f(x)=int(x^8+4)/(x^4-2x^2+2)dxa n df(0)=0,t h e n``f(x)`is an odd function`f(x)`has range `R``f(x)`has at least one real root`f(x)`is amonotonic function.A. f(x) is an odd functtionB. f(x) has range RC. f(x) has at least one real rootD. f(x) is monotonic function

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