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Lesson Plan Math Class XI Ch-15 Statistics
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LESSON PLAN MATHEMATICS CLASS 10+1
RMB DAV CENTENARY PUBLIC SCHOOL NAWANSHAHR | |||||
NAME OF THE TEACHER | DINESH KUMAR | ||||
CLASS | XI | CHAPTER | 15 | SUBJECT | MATHEMATICS |
TOPIC | STATISTICS | DURATION : 15 Class Meetings |
Knowledge of mean and median class 9th Ungrouped data.
Green Board, Chalk, Duster, Charts, smart board, projector, laptop etc.
METHODOLOGY:- Lecture method and Demonstration.
LEARNING OBJECTIVES:
- Measures of Dispersions like range,
- Mean deviation about mean for grouped and ungrouped data,
- Mean deviation about Median for grouped and ungrouped data,
- Variance with direct method and short-cut method,
- Standard Deviation.
- Analysis of frequency distribution with equal means but different variances.
- Coefficient of variance.
1. Grouped and ungrouped data.
2. Method of finding mean and median of grouped and ungrouped data.
3. Method of finding the mean deviation about mean and about median.
4. Method of finding variance and standard deviation.
5. Method of comparing the data by using Coefficient of variance.
PROCEDURE AND EXPLANATION
Complete Explanation
Introduction:
When given data is represented in graphically as well as tabular form then that data reveals certain salient features or characteristics.
Central Tendency
We also find some representative value of the given data like mean, mode, median.
These values are called central tendency.
A measure of central tendency gives us a rough idea where data points are centered.
Mean
Now teacher should explain,
Mean of ungrouped data: If data is not divided into the class intervals then it is called the ungrouped data.
Mean of grouped data : If the data is divided into suitable groups then it is called the grouped data.
Cummulative Frequency
Teacher should help the students in finding:
Cumulative frequency , Median of ungrouped and ungrouped data.
Mean Deviation
Now introduce the topic, Mean Deviation about mean and Mean deviation about median for grouped and ungrouped data, also help the students in the implementation of these formulas in the different problems.
Variance and Standard Deviation
Now explain the topic variance with the help of direct method and shortcut method.
Also explain the method of finding the Standard Deviation from the variance.
Teacher should give the sufficient number of problems to the students so that properly understand the concept of variance and standard deviation.
Now explain the topic coefficient of variance and help the students in comparing the data with the help C.V.
1. Review questions given by the teacher.
2. Students should prepare the presentation individually or in groups on the basic concepts and formulas based on the topic Statistics.
3. Solve NCERT problems with examples.
EXTENDED LEARNING:
Students can extend their learning in through the Resource Centre Mathematics . Students can also find many interesting topics on mathematics at the site: cbsemathematics.com
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