What is the smallest odd prime? Is every odd number a prime number? If not, give an example of an odd number which is not prime.

The smallest odd prime number is

The smallest odd prime number is

All odd numbers are prime numbers. Is this statement true or false?

(i) Write the smallest prime number. (ii) List all even prime numbers. (iii) Write the smallest odd prime number.

Which of the following statements are true ? (i) 1 is the smallest prime number . (ii) If a number is prime . It must be odd . (iii) The sum to two prime numbers is always a prime number . (iv) none of these.

The fraction whose numerator is the smallest odd prime number and denominator is the smallest composite number is

The product of any natural number and the smallest prime is an even number (b) an odd number a prime number (d) None of these