Which statement is NOT true about the binomial distribution

Which statement is NOT true about the binomial distribution?

	The mean does not have to be an integer even though the variable is a count.
	A random variable having a binomial distribution is a finite count, minimum value is zero.
	The overall experiment consists of independent and identical trials.
	The smallest value can be zero or an integer above zero.

Which statement is NOT true about the binomial distribution?

	The mean does not have to be an integer even though the variable is a count.
	A random variable having a binomial distribution is a finite count, minimum value is zero.
	The overall experiment consists of independent and identical trials.
	The smallest value can be zero or an integer above zero.

For a binomial distribution, the mean can be a non-integer as it is given by the formula mean = np which can result into non-integral values.

A binomial experiment is conducted as a set of independent and identical trials.

The smallest value can be zero or an integer above zero.

Hence, by elimination of other three options, B seems to be the most untrue statements.