Stats: Finding Probability Using a Normal Distribution Table 

Explained in 11 min what my teacher couldn't in 3 hours. You are a life saver. Keep it up.

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Rate the fact this was made when I was 12, and now I'm using it to learn for my university exams.

still helped me 11 years later, thank you

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Excellent resource to learn about how to select the correct table using the images that accompany the table. Also, the examples are excellent and show how to select the correct table and determine the area of probability. Thank you!

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My math teacher obviously left this out of our lessons - I've never seen this stuff before and yet it's in my exam tomorrow. Your video is very much appreciated, you're very engaging.

Understood this material much more in your video than in the two days we spent on this in class. Thank you!

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at first I was critic's eye, but then when you took such a concise geometric approach I immeadiatley understood learned: ❖ area under bell curve is always 1 ❖ to find the probabilities z < 0.85 etc., we just use integral of a bell curve ∫(t= -∞ to 0.85)[bell curve(t)]dt

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Thank you sooo much! Your explaining helped me so much. I didn't understand why the prob equaled the tail and some equaled the body (that's how it's explained in my book) but it all makes sense now! Thank you thank you!!!!

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I'm a little bit confused about the using of table since we have different tables and we need to subrtact it by .5 or .1 depending on the table.

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"deet deet deet deet"

Thanks. You just helped this concept make sense in 11 minutes. My professor had a 2 hour lecture and couldn't make it clear.

You've seriously made this topic make sense. I'm lucky enough to have a GDC so didn't need to refer to a table, but with your explanation I now understand how to use my calculator's settings!! Thanks for the logical and clear explanation!

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U can also use your Casio fx-991ES plus to find probability given z-score. Mode>Stat>1>ON. And then, Shift>1(Stat)>5(Distribution)>1(P(x)) for (z< something)

Dude, it took you a little over 10 min to explain something so simple that my professor can't do during our hour class

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Reminded of Finding probability using a normal distribution table....Amazing

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