E- LESSON PLAN
SUBJECT MATHEMATICS CLASS 10+2
Lesson Plan, Class XII Subject Mathematics, chapter 13, Probability , for Mathematics Teacher. Effective way of Teaching Mathematics. Top planning by the teacher for effective teaching in the class. E lesson planning for mathematics.
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Board – CBSE
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CLASS –XII
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SUBJECT- MATHEMATICS
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CHAPTER 13 :- Probability
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TOPIC:- CHAPTER 13 : Probability
DURATION:-
This
chapter is divided into 7 modules and is completed in 30 class meetings.
PRE-
REQUISITE KNOWLEDGE:-
Knowledge
of probability class XI
TEACHING
AIDS:-
Green
Board, Chalk, Duster, Charts, smart
board, projector, laptop etc.
METHODOLOGY:- Lecture
method
OBJECTIVES:-
- Multiplication
Theorem on probability.
- Independent
events, mutually exclusive events and exhaustive events.
- Total
probability , and Bayes theorem.
- Random
variable and its probability distribution.
- Mean
and variance of random variable.
PROCEDURE
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Start
the session by asking the questions related to the sample space, experimental
and theoretical probability. Now introduce the topic conditional probability
step by step as follows.
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S. No
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Topic
and Explanation
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1
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Explain the Conditional Probability :- If E and F are two events associated with the same sample space of a random experiment, the conditional probability of the event E given that F has occurred, is given by 
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2
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Explain the multiplication theorem on probability and help the students in implementing these results in the problems.
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3
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Now explain the terms Independent events, Mutually Exclusive events and the difference between these two.
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4
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Now explain the concept of total probability and implement these results is different problems.
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5
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Explain the Baye’s Theorem and help the students in implementing this theorem in different problems.
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6
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Define random variable : It is a real valued function whose domain is the sample space of a random experiment. Now explain the probability distribution of a random variable.
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7
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Now explain the Mean and Variance of a random variable and use these results to solve the problems.
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EXPECTED
OUTCOMES:-
After
studying this lesson students should know the
- Experimental, Theoretical and
conditional probability.
- Students should know the multiplication theorem,
independent events, total probability
- Students should know the Baye’s theorem.
- Students should know
the random variable and its probability
distribution ,
- Students should know the mean and variance of random variable.
STUDENTS
DELIVERABLES:-
- Review questions given by the teacher.
- Students can prepare the presentation on basic concepts of probability.
- Solve NCERT problems with examples.
EXTENDED LEARNING:-
Students
can extend their learning in Application of Integrals through the RESOURCE CENTRE students
can also find many interesting topics on mathematics at cbsemathematics.com
ASSESSMENT
TECHNIQUES:-
- Assignment sheet will be given as home work at the end of the topic.
- Separate sheets which will include questions of logical thinking and Higher order thinking skills will be given to the above average students.
- Class Test , Oral Test , worksheet and Assignments. can be made the part of assessment.
- Re-test(s) will be conducted on the basis of the performance of the students in the test.
THANKS FOR YOUR VISIT
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