02019nam a22002057a 4500003000400000005001700004008004100021020001800062040000800080082002500088100002000113245017500133250001200308260003800320300002000358501135600378650002601734650003501760650001801795OSt20200309124140.0200302b        xxu||||| |||| 00| 0 eng d  a9789350164884  cAEF  222nd ed.a519.2bDES1 aDeshmukh, S. D.10aText book of contrinuous probability distributions and testing of hypotheses :bStatistics [CSST-122]: Paper-II, Sem-II,cas per the new CBCS syllabus of w. e. f. 2019-20  a1st ed.  aPune:bVision publication,c2019.  a166 p. :c18 cm  aContents

1. Standard Continuous Probability Distributions    

1. Introduction

2. Uniform Distribution   

3. Exponential Distribution    

4. Pareto Distribution    

5. Normal Distribution    

2. Concepts and Definitions Related to Testing of Hypothesis   

1. Introduction

2. Population and Random Sample

3. Parameter and Statistic

4. Sampling Distribution of a Statistic   

5. Standard Error (S.E.) of a Statistic   

6. Statistical Hypothesis 

7. Tests of Significance  

8. Null Hypothesis and Alternative Hypothesis  

9. Errors of Sampling (Type I and II errors)   

10.Critical Region  

11.Level of Significance (L.O.S.)   

12.One Sided and Two Sided Tests    

13.Procedure for Testing of Hypothesis    

14.P-value (Descriptive Level) 

3. Parametric Tests 

1. Introduction

2. Large Sample Tests

3. Test of Significance for Single Population Mean  

4. Test of Significance for Difference of Means

5. Tests for Single Proportion 

6. Test of Significance for Difference of Proportions

7. Tests Based on Chi-Square Distribution 

8. Tests Based on t-Distribution    

9. Tests Based on F-Distribution    

4. Simulation  

1. Introduction

2. Simulation  

3. Random Number Generation    

4. Methods of Simulation  

5. Linear Congruential Generator (LCG)    

6. Simulation from Uniform, Exponential and Normal Distributions  aStatistics--Probility  aStatistics--Research methology  aFYBCs--Sem-II