When a distribution of scores is normally distributed, each score can be assigne

Question

When a distribution of scores is normally distributed, each score can be assigned a z-score, and the probability of having a particula score can be calculated.
If a score is picked at random from a normal distribution, which of the following represents the most likely score to be selected?
Z=-2.34 Z=-1.01 Z=6.94 Z=1.00 Z=0
Please explain the method for solving? When a distribution of scores is normally distributed, each score can be assigned a z-score, and the probability of having a particula score can be calculated.
If a score is picked at random from a normal distribution, which of the following represents the most likely score to be selected?
Z=-2.34 Z=-1.01 Z=6.94 Z=1.00 Z=0
Please explain the method for solving?
If a score is picked at random from a normal distribution, which of the following represents the most likely score to be selected?
Z=-2.34 Z=-1.01 Z=6.94 Z=1.00 Z=0
Please explain the method for solving?

Explanation / Answer

Solution:-

The score at z = 0 is most likely to be selected becuase z = 0 represents the mean of the sample.

If we also calculate the probabiity of occcurrence of the score then, z = 0 would hve maximum probability.

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