Show that f : N→N, given by f(x)={x+1, if is odd, x-1, if x is even is both one-one and onto.

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Show that f : N → N, given by f(x) x 1,if x is odd, x 1,if x is even is both one-one and onto. Show that f : N → N, given by f(x) x 1,if x is odd, x 1,if x is even is both one-one and onto.
Show that `f N rarr N` given by br `f(x) = { ((x +1), if x is odd), ((x | Class 12 Maths | Doubtnut Show that `f N rarr N` given by br `f(x) = { ((x +1), if x is odd), ((x | Class 12 Maths | Doubtnut
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Show that `f : N rarr N` given by : `f(x) = {x+ 1, if x is odd x - 1 | Class 12 Maths | Doubtnut Show that `f : N rarr N` given by : `f(x) = {x+ 1, if x is odd x - 1 | Class 12 Maths | Doubtnut
Show that f n to n given by f(x)=x+1 if x is odd | Example 12 Class 12 Relation and Function Show that f n to n given by f(x)=x+1 if x is odd | Example 12 Class 12 Relation and Function
Show f : N N, given by f(x)= x +1,if x is odd, x-1,if x is even is both one-one onto I class12 Show f : N N, given by f(x)= x +1,if x is odd, x-1,if x is even is both one-one onto I class12
Example of a Function Both Even and Odd Example of a Function Both Even and Odd
odd even functions odd even functions