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What is Probability
Probability is a measure of the likelihood of occurrence of an event. In other words, Probability quantifies the possibility of an event occurring.
1. Univariate Distribution: This is a Probability distribution with a one-dimensional sample space (all possible outcomes).
2. Multivariate: This is a Probability distribution with a sample space which is a vector space of 2 or more dimensions.
3. Bernoulli Distribution: This is a discrete distribution in which the Probability of success indicated by 1 is p and that of failure indicated by 0 is q=1-p.
4. Binomial Distribution: This is a distribution with only two possible outcomes obtained from independent experiments. In most cases, the Probability of occurrence of both events, in this case, is usually equal.
5. Poisson Distribution: This distribution describes a large number of individual, unlikely events happening at a given interval of time.
6. Uniform Distribution: This is a distribution where all the elements in a set are equiprobable. That is, they are likely to occur with equal Probability.
Topics Covered by Our Probability Assignment Help Service
Measures of central tendency |
Markovian Probability |
Bayesian Probability |
Permutations and combinations |
Probability Distributions |
Stochastic and Random processes |
Credal set |
Urn problems |
Prior and posterior Probability |
Algebra of random variables |
Independent events, mutually exclusive events, and non-mutually exclusive events. |
Probability density function and Probability mass function problems. |
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