Answer:Accordingly, the Necessary Sample Size is calculated as follows:
Necessary Sample Size = (Z-score)² * StdDev*(1-StdDev) / (margin of error)²
For example, given a 95% confidence level, 0.5 standard deviation, and a margin of error (confidence interval) of +/- 5%. Necessary Sample Size =
((1.96)² x 0.5(0.5)) / (0.05)²
(3.8416 x 0.25) / .0025
0.9604 / 0.0025
384.16
So in order to get 95% confidence level, with confidence interval of +/- 5%, and standard deviation of 0.5, I have to survey 385 samples.
As I usually calculate the average value on 100 samples. So what is the confidence level I can get?
Is anyone who has experience on this can share something.
a.) The oxygen levels in the water supply increase.
please brainliest
Ports 135 and 137 are very helpful for the attacker because it means that the victim is trying to connect to a remote device or server. Most likely their own server, which means if they are the admin for a website server, they can harvest user credentials and either sell the information, use it as a cover up for their next few attacks, or they could get the Admins credentials, connect to a VPN server from Germany or Switzerland to cover their Public IP and destroy their server that they connected to.
Please message me if you have more questions like this. Although I am still learning to get my CEH, I still think like a hacker full-time :)
Explanation:
The circumference of a circle with radius 6 inches is 12π inches.
10minutes is 1/6 of the circle which is 60 minutes
Therefore the tip moves 1/6 of 12π = 2π inches
round off = 0.167
Answer:
i beileve B
Explanation:
im reallyyyy sorry if this is wrong i tried my best hope this helps :))
