Based on the description above, the following analyses can be made:
1. Clarissa's concern is addressing t<span>he study's construct validity
2. Quinn's </span>concern is addressing the study's external validity
3. Manish's concern is addressing the study’s statistical validity
In addition, you may be asked, for what it means if Anton is concerned that the researcher made a Type I error. The answer to that would be that the researcher concluded there was a relationship between bullying and self-esteem<span>, whereas there is really no relationship.</span>
Answer:
To be an active listener, Moritz should consider possible responses
Explanation:
One of the key principles of active listening is the provision of feedback and appropriate responses. Below are other principles of active listening;
Show That You're Listening.
Pay Attention. Give the speaker your undivided attention, and acknowledge the message.
Defer Judgment.
Leet, apparently, was not completed, as Russia stood on the brink of war with the Rzeczpospolita over Ukraine and Belarus, but the naval campaigns of the Cossacks were nevertheless a remarkable phenomenon in the history of the fleet, demonstrating the high level of martial skill possessed by the Russian and Ukrainian people.
***<span>The Caspian Sea also became a theater for campaigns of the Don and Yaik (Ural) Cossacks. The most courageous of the Cossack expeditions in the Caspian Sea is the well-known Persian campaign of Stepan Razin, which was begun in March of 1668. The Cossack fleet comprised 24 boats. The Cossacks moved along the western shore of the Caspian Sea to the Terek delta, where Razin was joined by Ataman Sergey Krivoy. From there, the Cossacks headed to Derbent, Baku and further south. Passing the winter on the Miyan-Kala Peninsula, they marauded the eastern shores of the Caspian, afterwards retreating to the isle of Suina, near the mouth of the Kura, where they destroyed a joint fleet of Persians and Kumyks, comprised of 70 vessels, and c</span>
<span>The poison distribution can be used to approximate the binomial distribution when the sample size n is large. This is then calculated using the formula
P(X) = e^-(np) *(np)^x
substituting X= 3
P(3)= e^-(430*1.5/100) * (430*1.5/100)^3
P(3)= 0.00158*268.3
P(3) = 0.42
P(3) = 0.0042%
P= probability of X occurring given n and p
n= sample size
p= true probability
e= exponential constant ~2.718
X=number of sample successes</span>
