The flaw that is shown in the local newspaper article on the herbal supplement has the flaw of B. Correlational data used to suggest causation.
<h3>Why does correlation not equate to causation?</h3>
Correlation is not the same as causation and this means that just because two variables are occurring at the same time does not mean that one variable is causing the other. There could be extenuating circumstances involved.
In this case, there is no evidence that the herbal supplement is the reason why those who take it have less fatigue. There might be other factors such as those people take generally healthy food in general.
Find out more on correlation and causation at brainly.com/question/12479370
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Intelligence tests
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<em>Answer:</em>
<em>The distribution of a sample mean tends to be skewed to the right or left. </em><em> </em>
<em>Explanation:</em>
<em>The sampling distribution</em><em> is described as one of the probability distribution related to a statistic discovered via an entirely large number of various samples that are being drawn from a particular population. However, the "sampling distribution" of a particular population refers to the distribution of distinct frequencies related to a range of various outcomes that can occur towards the statistics of a given population. </em>
