Quick Recap of Estimation

Note: At minute 06:40 it should have been round instead of square brackets for interval estimation

[miftahulanambinahmadyani]

Assalamualaikum and greetings Dr., I am Miftahul Anam bin Ahmad Yani (D20211100356) from SMS3123 A. First of all, thank you so much for spending your time to record this video for our better understanding. This quick review of Estimation really make me more understand in estimate some population parameters. After watched this video, I know the unknown parameter is expressed in between 2 values. So, i know that the population mean, Mu is between lower part of sample mean and the upper part of sample mean. If H0 states the value of C is within the range, then H0 is unable to be rejected. Very clear explaination from you and i am truly appreciate. Thank you so much Dr. Afzalina

[muhamadaqilharifbinrohimi]

Assalamualikum Dr., I’m Muhamad Aqil Harif (D100377) from SMS3123 group A, thank you Dr. for the clear explanation. From this video, I got an overview of estimation. As Dr. mentioned before in the previous video we use sample data to estimate population parameters where there are 2 types of estimation which are point and interval. In this video, I also managed to learn the other method to make the decision which is by using the Confidence Interval (CI) approach instead of the p-value or traditional approach. As I noticed, the step for hypothesis testing by using the CI approach is quite similar to the p-value and traditional approach before. Again, thank you Dr. for the amazing explanation 🤩

[muhdauzaie]

Assalamualaikum Dr, i'm Muhd Auzaie(D100342) from SMS3123 group B. Thank you for the great explaination in this video. I now understand more about estimation.

[NURULSYUHAIDABINTIMOHDZOHER]

Assalamualaikum dr, I'm Nurul Syuhaida (D100348)
from group B, from the previous video, I've learned that there are two methods to test the null hypothesis. In this video, there are another method which is confidence interval to make a the decision (reject/do not reject null hypothesis). Thank you dr, for a great explanations video❤