To explain: The use of the one-way analysis of variance.

ka1leE
2021-10-15
Answered

To explain: The use of the one-way analysis of variance.

You can still ask an expert for help

BleabyinfibiaG

Answered 2021-10-16
Author has **118** answers

Justification:

The one-way analysis of variance is used for the testing the equality of three or more samples from populations with equal means or not. That is, one way ANOVA is used to compare the more than two groups of means.

Answer: The one-way analysis of variance is used for the testing the equality of three or more samples from populations with equal means or not.

The one-way analysis of variance is used for the testing the equality of three or more samples from populations with equal means or not. That is, one way ANOVA is used to compare the more than two groups of means.

Answer: The one-way analysis of variance is used for the testing the equality of three or more samples from populations with equal means or not.

asked 2021-03-02

In how many ways can 7 graduate students be assigned to 1 triple and 2 double hotel rooms during a conference

asked 2020-11-01

Solve the following problems applying Polya’s Four-Step Problem-Solving strategy.

If six people greet each other at a meeting by shaking hands with one another, how many handshakes take place?

If six people greet each other at a meeting by shaking hands with one another, how many handshakes take place?

asked 2021-10-26

A standard 3 sigma x-bar chart has been enhanced with early warning limits at plus-minus one sigma from the centerline . Three sample means in a row have plotted above the +1 sigma line . what is the probability of this happening if the process is still in control.

asked 2022-03-31

Suppose we observe the following random sample of size n = 117, sampled from a discrete distribution.

$\begin{array}{|cccccccc|}\hline \text{Value}& 0& 1& 2& 3& 4& 5& 6\\ \text{Count}& 32& 36& 21& 18& 6& 2& 2\\ \hline\end{array}$

We would like to test whether this data comes from a Poisson($\lambda$ ) distribution.

calculate the observed value of the appropriate Goodness of Fit test statistic, used to test the null hypothesis that the observed data is Poisson distributed.

Give answer to three decimal places. Compute the p-value of the observed test statistic you just computed. Give answer to three decimal places.

We would like to test whether this data comes from a Poisson(

calculate the observed value of the appropriate Goodness of Fit test statistic, used to test the null hypothesis that the observed data is Poisson distributed.

Give answer to three decimal places. Compute the p-value of the observed test statistic you just computed. Give answer to three decimal places.

asked 2021-11-14

The salaries of pediatric physicians are approximately normally distributed. If 25 percent of these physicians earn below 180, 000 and 25 percent earn above 320,000, what fraction earn (a) below 250,000; (b) between 260,00 and 300,000?

asked 2020-11-09

In the population, a parameter has a value of 10. Based on the means and standard errors of their sampling distributions, which of these statistics estimates this parameter with the least sampling variability?

$Mean=10,\text{}SE=5$

$Mean=9,\text{}SE=4$

$Mean=11,\text{}SE=2$

$Mean=13,\text{}SE=3$

asked 2022-07-04

Why do radio waves spread out while higher frequency waves travel in beams?

Why is it that radio waves spread out in proportion to the square of the distance, while higher frequency electromagnetic waves, like microwaves, infrared waves, light, etc are able to propagate as beams? What fundamental property allows higher energy waves to travel differently than lower energy?

Why is it that radio waves spread out in proportion to the square of the distance, while higher frequency electromagnetic waves, like microwaves, infrared waves, light, etc are able to propagate as beams? What fundamental property allows higher energy waves to travel differently than lower energy?