Introduction to Probability and Statistics Handwritten Notes PDF
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Content of this pdf
Theory of probability
Uncertainty
History
Random experiments
Random experiments
Exhaustive events or cases
Favorable events
Identical means
Mathematical or classical or A Prior Probability
Solve questions
Classical definition
Candidate
Statistical or empirical definition
Classical definition
Limited of statistical
Axiomatic definition
Set theory
Classical limitation
Empirical limitation
Statistical or empirical equation
Subset
Equivalent set
Empty set
Complement
Union
Intersection
Results
De morgan’s law
Generalized De morgan’s law
Union and intersection of two sets
Disjoint or mutually exclusive
sample space
Event
Probability function
Revise
Properties or sigma field
Some theorems of probability
Addition theorem of probability
Boole’s inequality
Conditional probability
Examples
Multiplication theorem of probability for independent events
Pairwise independent events
Mutually independent events
Problems
Law of total probability
Averages of measure of central tendency or measure of location
Requisites for an ideal measure of central tendency
Arithmetic mean
Properties of arithmetic mean
Merits and demerits
Geometric mean
Merits and demerits
Uses
Harmonic mean
Merits and demerits
Median
Examples
Merits and demerits
Mode
Measure of dispersion
Central tendency
Limitation
Interquartile range or Quartile Deviation
Mean deviation
Combined standard deviation
Moments
central moment
Relation between central moment and row moment about point
Effects of change of origin and scale on moments
Sheppard’s correction for moments
Pearson’s coefficient
Factorial moments
Measures of skewness
A relative measure of skewness
Bowles Coefficient of skewness
Coefficient of skewness based on the moment
Kurtosis
Central moment
Coefficient of skewness
Coefficient of kurtosis
Random variable
Types of a random variable
Probability distribution
Distribution of function
Revision
Probability density function
Examples
Two-dimensional random variable
Join probability function
Marginal probability density
Etc.
All topic covers
Description
- Total Pages-126
Pdf Size – 59 MB
Subject – Introduction to Probability and statistics
Language – English
Level- UNIVERSITY EXAM
Written by – Kanika Tyagi.
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