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MST-004 Statistical Inference | Quick Readable Notes For IGNOU Exam

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MST-004 Statistical Inference | Quick Readable Notes For IGNOU Exam

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MST-004 Statistical Inference covers key concepts in inferential statistics, enabling students to make data-driven decisions and interpretations. This course is essential for mastering statistical methods and applications in various fields.

  • Comprehensive coverage of hypothesis testing and estimation.
  • In-depth exploration of confidence intervals and significance levels.
  • Practical applications of statistical inference in real-world scenarios.
  • Step-by-step solutions and examples to enhance understanding.
Category : POST GRADUATE DIPLOMA PROGRAMMES
Sub Category : Post Graduate Diploma in Applied Statistics (PGDAST)
Products Code : PGDAST-MST-6.07
HSN Code : 490110
Language : English
Author : BMAP EDUSERVICES PVT LTD
Publisher : BMAP EDUSERVICES PVT LTD
University : IGNOU (Indira Gandhi National Open University)
Pages : 100-130
Weight : 157gms
Dimensions : 21.0 x 29.7 cm (A4 Size Pages)



Details

MST-004 Statistical Inference is a pivotal course in the Post Graduate Diploma in Applied Statistics (PGDAST) program. It delves into the methods and principles of inferential statistics, which are fundamental for analyzing data and making informed decisions based on statistical evidence. This course offers an in-depth understanding of hypothesis testing, estimation, confidence intervals, and the application of these concepts in various real-world scenarios.

Key Benefits:

  • Master Hypothesis Testing: Learn to formulate and test hypotheses, a crucial skill for any data analyst or researcher.
  • Understand Estimation Techniques: Gain proficiency in point and interval estimation methods, essential for accurate data interpretation.
  • Real-World Applications: Apply statistical inference techniques to solve practical problems across different domains.
  • Exam Preparation: The book provides clear, concise notes and step-by-step solutions, making it an excellent resource for exam preparation.

Content Coverage:

  • Hypothesis Testing: Detailed explanation of null and alternative hypotheses, type I and type II errors, and various testing methods.
  • Estimation: Comprehensive guide to point estimation, properties of estimators, and construction of confidence intervals.
  • Confidence Intervals: Methods to calculate and interpret confidence intervals for different parameters.
  • Significance Levels: Understanding p-values, significance levels, and their implications in hypothesis testing.
  • Practical Examples: Numerous examples and solved problems to illustrate concepts and enhance learning.

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