Every counting number has an infinite number of
Prime factors
Multiples
Factors
None of these
As we know that any counting number has infinite multiples
For examples
Multiples of 6=6,12,18,24,30.... and so on
Hence the correct option is B
State whether the following statements are true or false:
(a) The set of all even natural numbers is a infinite set.
(b) Every non-empty subset of has the smallest element.
(c) Every integer can be identified with a rational number.
(d) For each rational number, one can find the next rational number.
(e)There is no largest rational number.
(f) Every integer is either even or odd.
(g) Between any two rational numbers, there is an integer.