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Sedbober [7]
2 years ago
13

Reporting Mann-Whitney U test results APA

SAT
1 answer:
alisha [4.7K]2 years ago
4 0

The format style of Reporting Mann-Whitney U test results APA is said to be given in the image attached.

<h3>How can a person report results of a Mann-Whitney U test?</h3>

In the act of reporting the results of a Mann–Whitney test, it is very vital to state:

  • The measure of the central tendencies that pertains to the two groups (means or medians)
  • One need to state the value of U.
  • One need to state the sample sizes.
  • One need to state the significance level.
<h3>What do Mann-Whitney U test results mean?</h3>

The Mann-Whitney U test is  known to be one that is often used to make a kind of comparison if or not there exist some difference in the dependent variable for two independent groups.

Note that it often compares if the distribution of the dependent variable is similar for the two groups and as such, The format style of Reporting Mann-Whitney U test results APA is said to be given in the image attached.

Learn more about Mann-Whitney U test from

brainly.com/question/24341709

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A beam of white light goes from air into the water droplet at an incidence angle. The angle between the red (660 nm) and violet (410 nm) parts of the refracted light is 0.19°.

<h3>What is white light?</h3>

The white light is the ray coming directly from the Sun. When it strikes any glass object, an spectrum of colors with different wavelength is formed.

Given is the angle of incidence, i = 36.2°, the refractive index of water for red light is 1.331 , the refractive index of water for violet light is 1.340 and refractive index of air is 1.

Using the Snell's law, the angle of refraction of red light will be

1.331 x sin r(R) = 1 x sin 36.2

r(R) = 26.342°

Using the Snell's law, the angle of refraction of violet light will be

1.340 x sin r(R) = 1 x sin 36.2

r (V) = 26.152°

Difference in the angle of refraction of red and violet light is

r(R) - r (V) = 26.342 - 26.152 = 0.19°

Thus, the angle between the red (660 nm) and violet (410 nm) parts of the refracted light is 0.19°.

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