Mr. Woo, you have been my youtube teacher for a while now. As you taught me, I then teach my students. Thanks million. I see that you are using this software on CZcams. I now have to move my classroom online, is it too much to ask you to tell me the software, devices and any other instruments that you have used for this video? I would like to use them for my class.
According to a sport & wellness professional, the BMI of a male teenager aged 20-30 is normally distributed with a mean of 22.2 kg/m2 and a standard deviation of 1.7 kg/m2。 Solve the following problems using continuous probability distribution techniques. Qn1: Calculate the amount for the top and bottom 21th percentage of the population. Show all workings clearly. Qn2: Calculate the probability that an individual in the population (X) is more than 5 standard deviations bigger than the population mean. Explain if it is possible to find such an individual in the population with reference to your case scenario.
Just started this in class this morning. perfect timing
Mr. Woo, you have been my youtube teacher for a while now. As you taught me, I then teach my students. Thanks million.
I see that you are using this software on CZcams. I now have to move my classroom online, is it too much to ask you to tell me the software, devices and any other instruments that you have used for this video? I would like to use them for my class.
It's early morning in india
Omg not even an ad thanx a lot !!!
Thank you so much for making me love math in just a matter of 2nds
you should just be known as The Internets Teacher.
ole ahi makina
Could you sent some exercices of this lesson
Sounds like it can be used for stock charts
Hi Mr Eddie Woo! I've been stucked at this qn for v. long time. Could you send help please :(
According to a sport & wellness professional, the BMI of a male teenager aged 20-30 is normally distributed with a mean of 22.2 kg/m2 and a standard deviation of 1.7 kg/m2。
Solve the following problems using continuous probability distribution techniques.
Qn1: Calculate the amount for the top and bottom 21th percentage of the population. Show all workings clearly.
Qn2: Calculate the probability that an individual in the population (X) is more than 5 standard deviations bigger than the population mean. Explain if it is possible to find such an individual in the population with reference to your case scenario.
first