Final answer:
The standard deviation of a standard normal distribution is 1, the mean is 0, and the probability can be calculated using the area under the standard normal curve.
Step-by-step explanation:
Question:
Find endpoints on a N(0,1) density with the given property.
Answer:
a) To identify the standard deviation, we can use the fact that the N(0,1) density is a standard normal distribution. The standard deviation of a standard normal distribution is always 1.
b) The mean of a standard normal distribution is always 0.
c) To calculate the probability, we need to find the area under the standard normal curve. In this case, the area to the right of z=0.01 is 0.01, and the area to the left is 0.99.
d) To specify the confidence interval, we need more information about the specific confidence level and sample size.