adplus-dvertising
frame-decoration

Question

The _________ of a collection of data is the joint density evaluated as a function of the parameters with the data fixed.

a.

probability

b.

likelihood

c.

poisson distribution

d.

all of the mentioned

Posted under Data Science

Answer: (b).likelihood

Engage with the Community - Add Your Comment

Confused About the Answer? Ask for Details Here.

Know the Explanation? Add it Here.

Q. The _________ of a collection of data is the joint density evaluated as a function of the parameters with the data fixed.

Similar Questions

Discover Related MCQs

Q. Point out the wrong statement.

Q. Which of the following is a property of likelihood?

Q. CLT is mostly useful as an approximation.

Q. The beta distribution is the default prior for parameters between ____________

Q. Which of the following mean is a mixture of the MLE and the prior mean?

Q. Usually replacing the standard error by its estimated value does change the CLT.

Q. Which of the following testing is concerned with making decisions using data?

Q. Point out the correct statement.

Q. Which of the following value is the most common measure of “statistical significance”?

Q. What is the purpose of multiple testing in statistical inference?

Q. Point out the wrong statement with respect to FDR.

Q. Which of the following is the oldest multiple testing correction?

Q. The pooled estimator is a mixture of the group variances, placing greater weight on whichever has a larger sample size.

Q. Which of the following tool is used for constructing confidence intervals and calculating standard errors for difficult statistics?

Q. Which of the following tool is used for estimating standard errors and the bias of estimators?

Q. Power is the probability of rejecting the null hypothesis when it is true.

Q. Point out the correct statement.

Q. Which of the following implies no relationship with respect to correlation?

Q. Normalized data are centered at ___ and have units equal to standard deviations of the original data.

Q. Point out the wrong statement.