When the Standard Deviation in a Normal Distribution is higher, which of the following is true?
The tails of the distribution are shorter
The peak of the distribution is higher
Does not impact shape of the curve
The peak of the distribution is lower
Answers
Answered by
2
Hey dear,
● Answer - (D) Peak of the distribution is lower.
For a normal distribution curve,
1. Increasing standard deviation will make the curve flatter and wider.
2. Decreasing standard deviation will make the curve higher and narrower.
Thus here, peak of distribution will be lower due to higher S.D.
Hope that is helpful...
● Answer - (D) Peak of the distribution is lower.
For a normal distribution curve,
1. Increasing standard deviation will make the curve flatter and wider.
2. Decreasing standard deviation will make the curve higher and narrower.
Thus here, peak of distribution will be lower due to higher S.D.
Hope that is helpful...
Answered by
0
Answer:
The peak of the distribution is lower -- Correct
this is my answer
Step-by-step explanation:
Similar questions