Basic Probability Introduction Part 1 Addition & Multiplication Theorem MBS first Sem. TU Solution

Part 1 Basic Probability Introduction- Addition and Multiplication Theorem and Exam Solution

Part 2 Exam Question and Exercise Related to Set Theorem

Part 3 Probability Based on Combination

Part 4 Condition Probability

Part 5. Application of condition Probability (Bayes' Theorem )

Additional Questions
Part 1 Probability that boy will get scholarship is 0.75 and girl will get is 0.72. What is the probability that (a) both of them will get scholarship (b) At least one of them will get scholarship (c) no one will get scholarship (d) only boy will get scholarship (e) only girl will get scholarship (f) only one of them will get scholarship ?

Part 2 The chances that husband and wife both will be alive 20 years from now are given by 80% and 90% respectively. Find the probability that in 20 years: (a) couple will be alive (b) at least one will be alive (c) only one will be alive ?

Part 3 The chances that A can solve the problem is 1/4, the chance that B can solve the problem is 2/3, find the probability that problem will be solve if they both try.

Part 4 If the probability that machine P Q and R working without failure are 0.2, 0.3 and 0.5 respectively. Find the probability that at least two machine work without failure.

Basic Probability Introduction- Part 1 Addition and Multiplication Theorem and Uses Exam Solution

This Video Contains information about- Meaning of Probability, Exhaustive Case, Sample Space, Favorable case, Mutually Exclusive Events (Case), Formula of probability- Basic probability, Set theorem (Addition and Multiplication Theorem), Technique of solving some Basic type probability questions and application of Set theorem.

This Video is Useful for MBS first Semester Statistics, MPA Statistics, MSC Biostatistics And Applied Statistics, BSC Science Applied statistics, BBA BBS BHM and other Bachelor Level Business statistics , Applied Statistics, Business Statistics. Also useful for +2 NEB Basic Mathematics and Business Mathematics.

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Kshitij Subedi
Contact: 977-9849740419
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