Omgsh. Thank you thank you thank youuuuuuuuu. I like my professor, she’s a sweetheart but she has a very thick accent. And the day she taught this she didn’t exactly go through her slides so she seemed alllll over the place and I was dying to understand. Thank you for making this easy to understand. You’re heaven sent, God bless you.
thank you very much, really great job but i am asking weather we calculate confidence interval using sigma (standard deviation) or standard error of the mean, and that we also don't know sigma but we know s which is standard deviation of a sample, thanks
Plz 🙏 solve this; The estimates of CMR for 4 wards in a village are 80, 90, 75 and 85. Find the estimate of CMR for that village at 95% confidence interval. P[t(3.025)=3.182]
best explanation! i never understood when i studied this back in school! only did the math like a machine but never understood the concept and know what the number i calculated mean. thank you so much for the explanation!
Thanks for the explanation. I have a doubt though. Let's say the point estimate is the sample mean. We can repeatedly keep taking the sample means and then plot all these sample means in a histogram and we would observe a normal distribution called the sampling distribution of the sample means. The mean of this distribution would be a better estimate of the population mean and its standard deviation, called standard error would be the population standard deviation/sqrt (number of points in a sample). Won't the confidence interval(say 95%) range be (sampling distribution mean - 2 SE,sampling distribution mean + 2 SE) instead of (point estimate - 2 SE,point estimate + 2 SE)? Why would we use the sample mean(point estimate) in calculating the confidence interval range? What if that particular sample mean was like an outlier in the sampling distribution of the mean? In that case, doing +/- 2*SE wouldn't be a good judge to measure population mean right?
Thank you so much for the cute video!! I got one question here. Do we actually make N samples and find the number that was concluded in the 95% of N samples' 95%confidence interval? or we actually only take one sample to construct the 95 confidence interval?
If you didn't know the population mean, wouldn't you also say for X5 that you're 95% certain that it wouldn't include the population mean? How would you get the true population mean in the end?
That is extremely rude. People with accents know more than one language. What additional language do you know dumbass? Probably none. And if you do, you probably sound as "annoying" or worse.
thank u DR Patwariusing your videos for usmle step 3can you explain how to interpret relative risk with confidence intervalmany question in usmle with this