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STA301 Statistics and Probability

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STA301 Statistics and Probability

STA301 Statistics and Probability.Download/upload Video Lectures, Handouts, Helping Materials, Assignments Solution, Online Quizzes, GDB, Past Papers, Solved Papers and more….

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STA301 GDB No 2 Spring 2020 Solution & Discussion

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STA301 GDB No. 1 2020 Due Date May 27, 2020

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STA301 GDB Fall 2019 Solution & Discussion

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STA301 1st Assignment January 2019

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sta301 gdb SOLUTION

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Comment by zalma coca cola peela dy on August 4, 2013 at 2:37am

Comment by zalma coca cola peela dy on August 4, 2013 at 2:37am

Comment by zalma coca cola peela dy on August 4, 2013 at 2:37am

nice group

Comment by sandal,",♥ on July 6, 2013 at 4:22pm

plz some one share final term papers of stat 

Comment by Muhammad Ahsan Javaid Randhawa on May 24, 2013 at 11:37pm

INSTRUCTIONS FOR SOLVING QUIZZES AND SAVING THEM.

1.Friends Kindly Use Mozilla FireFox Web browsers for solving quiz.

2.MAKE A NOTEPAD TEXT FILE AND COPY EACH QUESTION OF THE QUIZ WHEN IT BEGINS.

3.THEN PRESS CTRL+A KEY AND THEN CTRL+C THEN PASTE THIS COPIED TEXT TO YOUR NOTEPAD FILE.

4.WHEN YOU HAVE CHOOSED THE CORRECT OR ANY1 ANSWER THEN KINDLY MAKE DASHES --- IN FRONT OF ANSWER THAT YOU HAVE SELECTED  IN QUIZ TAB. SO THAT OTHERS CAN FIND AND COMMENT CORRECT ANSWERS EASILY.

5.FINALY PASTE IT TO THE RELEVANT SUBJECT SO THAT OTHERS CAN GET BENEFIT FROM IT AND SOME GOOD STUDENTS CAN MAKE A HUGE COLLECTION FOR MCQ BANK FOR BENEFIT OF ALL OF US.

Comment by +M.Tariq Malik on April 10, 2013 at 11:06pm
Comment by + Angel Sweet Doll(MBA) + on March 23, 2013 at 5:21pm

Comment by Sad sparrow (m.com 4) on February 14, 2013 at 10:09pm
The event rate, µ, is the number of events per unit time. When µ is large, the shape of a Poisson distribution is very similar to that of the standard normal distribution. The change in shape of a Poisson distribution with increasing n is very similar to the equivalent binomial distribution. Convergence of distributions in this way can be explained by the central limit theorem.
Comment by effectiveskill on January 29, 2013 at 3:18am

Question 1:                                                                                                                        (Marks: 2+5=7)

a. In a finite population with  and  , find the mean and variance for the sampling distribution of sample mean for n = 25.

 

b. The mean and standard deviation of the maximum loads supported by 50 cables are 13 tons and 0.80 tons respectively. Find the 99% confidence interval for the mean of the maximum loads of all cables produced by the company. Also interpret the findings.

Question 2:                                                                                                             (Marks: 5+3=8)

  1. If  is normally distributed with  and .

       Find the

 

  1. A sample of people at the university cafeteria on meatless day showed 20% of them preferred vegetable dishes. How large a sample is needed if we want to be 95% confident that our estimate of population proportion is within 0.03?

 

Comment by effectiveskill on January 29, 2013 at 3:17am

Assignment No.4 (Course STA301)

 Fall 2012

PLZ Help Us Provide Solution
JAZAK ALLAH.

 

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