(i) There are infinitely many primes.

(iii) There are infinitely many or uncountable number of whole numbers.

prove that there are infinitely many positive integers.

There are infinitely many integers between any two integers

Write the negation of the following statements and check whether the resulting statements are true or false (i) p : Diagonals of a square are equal (ii) q : Irrational number are natural numbers (iii) r : There are infinite even prime number

(v) We cannot complete the counting of all natural numbers.We express this fact by saying that there are infinitely many natural numbers.

Prove that infinitely many points lie on the line whose equation is y=2x.

For what value of k, the equations 3x-y=8 and 9x-ky=24 will have infinitely many solutions ?

Which of the following statements are true? Give reason to support your answer.A set can have infinitely many subsets.