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Continuous Distribution Homework Help

Continuous Distribution is a distribution of any randomly selected variable which is likely to take any value, in other words we can say that any value means the value can be finite set of values or infinite set of values. Continuous distribution is usable when the variable which is being determined is a continuous variable. For example length, weight, etc. Continuous Distribution Are of following types:

  1. Binomial distribution
  2. Bivariate probability
  3. Chi – square distribution
  4. F distribution
  5. Exponential distribution
  6. T distribution, etc.

Continuous Distribution is completely opposite to discrete distribution. In discrete distribution all of the probability mass is restricted only on the discrete sets. On the other hand the probability is spread over the whole distribution continuously and also on the subsets of the whole distribution. For example, in the given case we need to find out the probability of the random no. Y is less than or equal to a. the probability of random variable Y is less than or equal to a is area in the figure below, which is equal to a or less than the area under the curve bounded by a and minus infinity as is hinted by the shaded area in the figure.


Continuous Distribution
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