Matlab program to calculate joint probability density function
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Joint probability is the probability of two events happening together. The two events are usually designated event A and event B. In probability terminology, it can be written as:
p(A and B)
or
p(A ∩ B)
Joint probability is also called the intersection of two (or more) events. The intersection can be represented by a Venn diagram:

A Venn diagram intersection shows the intersection of events A and B happening together.
Example: The probability that a card is a five and black = p(five and black) = 2/52 = 1/26. (There are two black fives in a deck of 52 cards, the five of spades and the five of clubs).
You can find several more examples here: Probability of A and B.
p(A and B)
or
p(A ∩ B)
Joint probability is also called the intersection of two (or more) events. The intersection can be represented by a Venn diagram:

A Venn diagram intersection shows the intersection of events A and B happening together.
Example: The probability that a card is a five and black = p(five and black) = 2/52 = 1/26. (There are two black fives in a deck of 52 cards, the five of spades and the five of clubs).
You can find several more examples here: Probability of A and B.
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