Let `f: N-{1}->N` be defined by, `f(n)=` the highest prime factor of `n` . Show that `f` is neither one-one nor onto. Find the range of `fdot`

Let f: N-[1]vecN be defined by, f(n)= the highest prime factor of n . Show that f is neither one-one nor onto. Find the range of fdot

Let f: N-[1]vecN be defined by, f(n)= the highest prime factor of n . Show that f is neither one-one nor onto. Find the range of fdot

Let f:N-[1]rarr N be defined by,f(n)= the highest prime factor of n. Show that f is neither one-one nor onto.Find the range of f.

Let f:N-{1}rarr N be defined by,f(n)= the highest prime factor of n. Show that f is neither one-one nor onto.Find the range of f

Prove that the function f : N-{1} rarr N, f(n)= the highest prime factor of n is neither one-one nor onto.

The function f:N-{1}rarr N , defined by f(n)= the highest prime factor of "n" ,is

Let NN be the set of natural number and f: NN -{1} rarr NN be defined by: f(n) = the highest prime factror of n . Show that f is a many -one into mapping

Let A={9, 10, 11, 12, 13, 14, 15, 16, 17} and let f:A to N be defined by f(n)= the highest prime factor of ninA . Write f as a set of ordered pairs and find the range of f.

Let A={9,10,11,12,13} and let f: A to N be defined by f(n)= the highest prime factor of n. Find the range of f.