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#1 Re: Help Me ! » Probability Distrubutions » 2016-11-02 21:27:37

Yes, Thank you so much for your time!

#2 Help Me ! » Probability Distrubutions » 2016-10-27 12:49:09

FRATQU33N
Replies: 3

Hi Guys,

I have a lot of trouble interpreting worded questions regarding probability disn's.

In this particular case, could you explain how they answer can be intuitively derived?

Thank you so much for your time! smile

Q:

The times to failure of a certain brand of ink jet printer are approximately normally distributed with a mean of 1500 hours and a standard deviation of 200 hours.

(b) What should the guarantee time for these printers be if the manufacturer wants only 5% to fail within the guarantee period?

#3 Help Me ! » Intro Probability UNI LEVEL » 2016-10-18 11:09:13

FRATQU33N
Replies: 1

Hey Guys, I have done A) of this question, but i do not entirely understand part B andC.

Any insight would be great, thank you for your time.

smile

#4 Help Me ! » Intro Probability UNI LEVEL » 2016-10-03 21:59:41

FRATQU33N
Replies: 1

Hi!

I dont understand the working for this question

n dice are to be rolled.  Let Y be the largest number which comes up. (a)       Determine Y's cdf (cumulative distribution function).

What is the intuition behind it?

Thank  you very much for your time!

#6 Help Me ! » Understanding Various Probability Distibutions: Continuous RV's » 2016-10-03 15:22:07

FRATQU33N
Replies: 3

Hello,

I was wandering if someone could help me understand under what circumstances the following continuous distributions are best to use. (eg, I would like to identify what the best distribution to use when given a scenario in a question)

Uniform

Gamma

Chi Squared

Exponential

Beta


Thank you so much for your time. smile

#7 Re: Help Me ! » Intro Probability UNI LEVEL » 2016-08-21 17:20:59

WHat is PIE?


ah
inclusion exclusion?

#8 Re: Help Me ! » Intro Probability UNI LEVEL » 2016-08-21 17:01:52

bobbym wrote:

Hi;



Awesome! What method was employed. Im having twouble connecting P(Exactly 2 have correct hats) and P(Same two have correct coat)

#9 Re: Help Me ! » Intro Probability UNI LEVEL » 2016-08-21 17:00:46

thickhead wrote:

My answer is definitely wrong. It refers to a case when the remaining 3 get neither correct hat nor coat. It is different from what is asked.


Thats okay smile thank you for your time

#11 Re: Help Me ! » Intro Probability UNI LEVEL » 2016-08-21 03:04:11

Thank you! How could i employ this in this scenario? smile

#13 Help Me ! » Intro Probability UNI LEVEL » 2016-08-21 02:56:07

FRATQU33N
Replies: 17

Hey Guys, Having trouble understanding how to work out this question, any help or intuition would be much appreciated.


Thank you smile

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