Calculates the probability of drawing a certain number of failures before a certain number of successes given a probability of success in independent trials.

• What are its parameters?

• How is this formula different from similar formulas?

The NEGBINOMDIST formula can be used to determine the probability of a given number of failures within a specified number of trials, based on a negative binomial distribution. Negative binomial distributions allow for an estimate of the probability of a given number of failures before a given number of successes occur.

The NEGBINOMDIST formula can be commonly mistyped as NGBINOMDIST, NEGBINOMDIS, or NEGBINOMDST.

• Using different parameters than specified

• Incorrectly specifying the number of successes

• Using a negative binominal distribution when a different type of distribution is more appropriate

• Not understanding the parameters that should be used

• Incorrectly specifying the number of successes

• Not understanding the distribution -> not understanding the results

• Not understanding the parameters that should be used

• Not understanding the assumptions of the model

• Not understanding the difference between success and failure

Common misconceptions people might have with the NEGBINOMDIST Formula are that it is the same as other distributions such as the Poisson distribution and binomial distribution, or that it can only be used in situations where the number of successes is known (when in fact the number of failures can also be used as the parameter).

**Common questions about the NEGBINOMDIST formula include:**

• What does this formula do?• What are its parameters?

• How is this formula different from similar formulas?

The NEGBINOMDIST formula can be used to determine the probability of a given number of failures within a specified number of trials, based on a negative binomial distribution. Negative binomial distributions allow for an estimate of the probability of a given number of failures before a given number of successes occur.

The NEGBINOMDIST formula can be commonly mistyped as NGBINOMDIST, NEGBINOMDIS, or NEGBINOMDST.

**Some common ways the NEGBINOMDIST formula is used inappropriately are:**• Using different parameters than specified

• Incorrectly specifying the number of successes

• Using a negative binominal distribution when a different type of distribution is more appropriate

**Common pitfalls when using the NEGBINOMDIST formula include:**

• Not understanding the distribution -> not understanding the results• Not understanding the distribution -> not understanding the results

• Not understanding the parameters that should be used

• Incorrectly specifying the number of successes

**Common mistakes when using the NEGBINOMDIST formula include:**• Not understanding the distribution -> not understanding the results

• Not understanding the parameters that should be used

• Not understanding the assumptions of the model

• Not understanding the difference between success and failure

Common misconceptions people might have with the NEGBINOMDIST Formula are that it is the same as other distributions such as the Poisson distribution and binomial distribution, or that it can only be used in situations where the number of successes is known (when in fact the number of failures can also be used as the parameter).