How to Calculate and Solve for Standard Normal Variable | Probability
The image above represents standard normal variable. To calculate the probability of standard normal variable, three essential parameters are needed
Read MoreThe image above represents standard normal variable. To calculate the probability of standard normal variable, three essential parameters are needed
Read MoreThe image above represents standard deviation. To calculate the standard deviation, three essential parameters are needed and these parameters are
Read MoreThe image above represents the mean. Two essential parameters are needed to calculate the mean: the number of possible outcomes
Read MoreThe image above represents Poisson probability distribution. To calculate Poisson probability distribution, two essential parameters are needed: Mean of the Theoretical
Read MoreThe image above represents general binomial distribution. Four essential parameters are needed to calculate general binomial distribution: n, r, q, and q.
Read MoreThe image above represents dependent events. To compute for dependent events, four essential parameters are needed and these parameters are
Read MoreThe image above represents independent events. To calculate independent events, four essential parameters are needed and these parameters are Number
Read MoreThe image above represents mutually non-exclusive. To compute for mutually non-exclusive, four essential parameters are needed and these parameters are
Read MoreThe image above represents mutually exclusive. To calculate mutually exclusive, four essential parameters are needed and these are xA, NA,
Read MoreThe image above represents impossibility. To calculate impossibility, one essential parameter is needed, and this parameter is Total Number of
Read MoreThe image above represents P(A and B). To compute for P(A and B), four essential parameters are needed and these
Read MoreThe image above represents P(A or B). To calculate P(A or B), four essential parameters are needed and these parameters
Read MoreThe image above represents P(not A). To compute for P(not A), two essential parameters are needed, and these parameters are
Read MoreThe image above represents P(A). To calculate P(A), two essential parameters are needed and these parameters are Number of Times
Read MoreThe image above represents Certainty. To calculate certainty, one essential parameter is needed, and this parameter is Total Number of
Read MoreThe image above represents multiple samples. To calculate multiple samples, one essential parameter is needed, and this parameter is Number
Read MoreThe image above represents success and failure. To calculate success and failure, two essential parameters are needed and these parameters
Read MoreThe image above represents expectation. To calculate expectation, two essential parameters are needed, and these parameters are Number of Items
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