MCQ
Which of the following is true
- ✓If number of elements in set $A$ are finite, such that $f : A \to A$ is an one-one function, then $f$ is necessarily onto
- BIf a function is continuous in its domain and changes its sign for any $2$ values of $x$ then odd number of roots lie between the given values of $x$
- CIf $f : A \to A$ is one-one then it must be onto
- DIt is possible that a curve contains a local maxima and a global minima at the same point