Show that the fucntion f : R to R : f (x) =x^(4) is neither one-one not noto.
Let :[0,pi]rarrR be defined as f(x) ={{:(sinx,"if x is irrational and" x in[0,pi]),(tan^(2)x,"if x is rational and" x in [0,pi]):} Then number of points in [0,pi] at which the fucntion f is continuous is
What is the main fucntion of each of the following organelles" (a) Golgi bodies, (b) Vacuole.
The fucntion f(x)=x+cos x is
NARENDRA AWASTHI-SURFACE CHEMISTRY-Level 3 - Assertion - Reason Type Questions