I have the top half completed but im having trouble figuring out 8-10

Reminder: Always round final answer to two digits (i.e., hundredths). However, when interpreting p values, do not round.

A random sample of 100 cable TV movies contained an average of 3.38 acts of physical violence per program. The sample standard deviation is s=0.30.

Then go to:

https://www.socscistatistics.com

Using the Single Sample Confidence Interval Calculator Using (t Statistic), answer the following questions:

1. At the 90% confidence level, what is your estimate of the population value? u = ___+-___.
2. We can be 90% confident that the population mean (u) falls between ____ and ____.
3. At the 95% confidence level, what is your estimate of the population value? u = ___+-___
4. We can be 95% confident that the population mean (u) falls between ____ and ____.
5. At the 99% confidence level, what is your estimate of the population value? u = ___+-___
6. We can be 99% confident that the population mean (u) falls between ____ and ____
7. What happened to the interval as the confidence level increased?

Next, go to:

http://kentuckystatepolice.org/crime-traffic-data/

Click on Crime in KY 2020

Scroll to page 3

Collect (type in a wordprocessor) Offenses Reported data for 2020. We will assume these data are a sample from a normal population. Given the data are from a small sample and the population standard deviation is not known, we will be using the t-test rather than the Z test.

Then go to:

https://www.socscistatistics.com

Using the T-test Calculator for a Single Sample, enter (paste) the data into the box "Sample X". Enter 2899 as the population mean. Then, assuming a two-tailed test, answer the following questions:

(Note: In order for a statistically significant difference to exist, the value of p must be equal to or less than the significance level).

1. At the assuming .01 significance level, is there a statistically significant difference between a population mean of 2899 and the sample mean? ___, t=___, p=___
2. At the assuming .05 significance level, is there a statistically significant difference between the population mean of 2899 and the sample mean? ___, t=___, p=___
3. At the assuming .10 significance level, is there a statistically significant difference between the population mean of 2899 and the sample mean? ___, t=___, p=___