Which one of the following is NOT a correct statement?

(A) The function $\sqrt[x]{x},(x>0),$ has the global maxima at $x=e$

(B) The function $\sqrt[x]{x},(x>0),$ has the global minima at $x=e$

(C) The function $x^{3}$ has neither global minima nor global maxima

(D) The function $|x|$ has the global minima at $x=0$

Which one of the following is NOT a correct statement?

(A) The function $\sqrt[x]{x},(x>0),$ has the global maxima at $x=e$

(B) The function $\sqrt[x]{x},(x>0),$ has the global minima at $x=e$

(C) The function $x^{3}$ has neither global minima nor global maxima

(D) The function $|x|$ has the global minima at $x=0$

1 Answer

127 votes

The function $\sqrt[x]{x},(x>0),$ has the global minima at $x=e$

127 votes

127