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Common-Core/ Grade 10
Maths MCQ Based On Conditional probabilities
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Common-Core Grade 10 - 10 Conditional probabilities
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The probability that A occurs given that B occurs is called the conditional probability. It is written as P(A|B)and is given by:
P(A and B)=P(A) \\(\\times\\)P(B)
The probability that A occurs given that B occurs is called the conditional probability. It is written as P(A|B)and is given by:
The probability that A occurs given that B occurs is called the conditional probability. It is written as P(A|B)and is given by:
The probability that A occurs given that B occurs is called the conditional probability. It is written as P(A|B)and is given by:
The probability that A occurs given that B occurs is called the conditional probability. It is written as P(A|B)and is given by:
A sample space is a set of possible outcomes. An event is a set of outcomes in a sample space. If C is an event, then P(C) is the probability that C occurs. The probability that C occurs given that D occurs is called conditional probability. It is written as P(C|D) and is given by:
P(C|D)=\\(\\frac{P(C and D)}{P(D)}\\)
Use formula:
P(A|B)=\\(\\frac{P\\ (A\\ and\\ B)}{P(B)}\\\\\\)
The probability that A occurs given that B occurs is called the conditional probability. It is written as P(A|B)and is given by:
A sample space is a set of possible outcomes. An event is a set of outcomes in a sample space. If C is an event, then P(C) is the probability that C occurs. The probability that C occurs given that D occurs is called conditional probability. It is written as P(C|D)and is given by:
P(C|D)=\\(\\frac{P(C and D)}{P(D)}\\)
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