If Khalil scored low on the intuitive function, that means he must score high on the opposite trait, which would be the <u>sensing function.</u>
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<h3>Intuition vs Sensing</h3>
Both intuition and sensing are functions based on Jungian theories concerning our personalities. Intuition and sensing refer to the way we learn, that is, to how we take in information from the world.
A person who scores high in intuition is someone who learns based on his own perceptions and impressions of the information obtained. A person who scores high in sensing learns from his five senses.
One way that such a difference often shows itself is on people's abilities with their hands. Normally, sensory people are better painters or sculptors, for example. However, we must keep in mind there are exceptions to all cases.
With the information above in mind, we can say Khalil scored high on sensing since he scored low on intuition.
Learn more about intuition here:
brainly.com/question/887641
Answer:
Depending on what you mean, it is probably the body paragraph.
Explanation:
Answer:
Yes, That is the answer; it is both of those
Explanation:
Google the answer/have a basic knowledge of this and you will know that is the whole answer
Answer:
- <em>D. There is no causation and almost no correlation between the football team playing at home and winning.</em>
Explanation:
The <em>correlation coefficient</em> is a measure of how strength is the relationship between two random variables. This measure quanitifes to what extent two random variables are associated or correlated.
The correlation coefficient can take values from - 1 to + 1.
A correlation coefficient of - 1 means a perfect, negative, linear linear correlation.
A correlation coefficient of + 1 means a perfect, positive, linear correlation.
A correlation coefficient of 0 means that the variables cannot be linearly correlated at all.
For intermediates values of the correlation coefficient, the variables are somewhat linearly correlated; the closer to ± 1 the stronger the correlation, the closer to 0, the weaker the correlation.
A correlatons coefficient of - 0.11 is pretty close to zero, meaning that the two variables, "the location of the game" and "the number of wins" are almost not correlated. Of course, much less could you think about a causation relationship between them.
