For a negative binomial distribution, the mean and variance are related bya.μ<σ2𝜇<𝜎2b.μ=σ2𝜇=𝜎2c.μ>σ2𝜇>𝜎2d.None of all
Question
For a negative binomial distribution, the mean and variance are related bya.μ<σ2𝜇<𝜎2b.μ=σ2𝜇=𝜎2c.μ>σ2𝜇>𝜎2d.None of all
Solution 1
For a negative binomial distribution, the relationship between the mean (μ) and the variance (σ^2) is such that the variance is greater than the mean. Therefore, the correct answer is:
a. μ < σ^2
Solution 2
For a negative binomial distribution, the relationship between the mean (μ) and the variance (σ^2) is such that the variance is greater than the mean. Therefore, the correct answer is:
c. μ<σ^2
Similar Questions
For a negative binomial distribution, the mean and variance are related by
The variance of the binomial distribution is alwaysReview LaterEqual to meanless than meangreater than meanequal to standard deviation
In a Binomial Distribution, the mean and variance are equal.Review LaterTrueFalse
In ______ distribution, mean = variance.(a) Normal(b) Binomial(c) Poisson(d) none of these
For poisson distribution, the mean and variance are related by;a.μ>σ2𝜇>𝜎2b.None of allc.μ=σ2𝜇=𝜎2d.μ<σ2
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.