Question

0.2. There doesn't exist the largest natural
number . Give arguments in support of this statement

​

Answer 1

Answer:

Assume the existence of a largest natural number p

Being the largest natural number, p cannot be followed by a greater natural number.

i.e., p+1≤p

Now subtracting p from both sides,

⇒1≤0 , which is not true.

This shows that the assumption of p leads to a contradiction.

Hence, there does not exist any largest natural number.

Step-by-step explanation:

Hope it's help