# Continuous Probability Distribution includes ___

5. Continuous Probability Distribution includes ___.

1. Normal distribution
2. Uniform distribution
3. Both A and B
4. None of the mentioned above

Answer: C) Both A and B

Explanation:

The Normal distribution and the Uniform distribution are both examples of Continuous Probability Distribution. When it comes to probability distributions, a continuous probability distribution is one in which the random variable X can have any value (is continuous). Because there are an infinite number of possible values for X to take on, the probability of X taking on any specific value is equal to zero.

• Normal distribution- A normal distribution is defined as one in which the parameters (also known as the mean) and s2 (also known as the variance) have a range of -8 to +8. The following are the characteristics of its continuous probability distribution:
f(x;µ, s)= (1/ s p) exp(-0.5 (x-µ)2/ s2).
• Uniform distribution - When it comes to distribution functions, uniform distribution is one in which every possible result is equally likely to occur; that is, the probability of each occurrence is the same.