NCERT Solutions for Class 10 Maths Chapter 14 Statistics
NCERT Solutions for Class 10 Maths Chapter 14 Statistics is prepared by home-tution expert teachers having years of teaching experience for the CBSE class 10 board. All the questions asked in Chapter 14 Statistics in the NCERT textbook are solved with a proper explanation as per the CBSE guidelines.
NCERT Solutions for Class 10 Maths Chapter 14 – Statistics offer clear, step-by-step solutions to all the problems based on statistical data analysis. This chapter focuses on calculating measures of central tendency—mean, median, and mode—along with the interpretation of cumulative frequency tables and graphical representations.
The solutions guide students through the methods of calculating mean using direct, short-cut, and assumed mean formulas. It also includes the process for finding median and mode, providing a solid understanding of how to interpret and analyze data.
Key concepts covered in the chapter include:
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Frequency distribution
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Cumulative frequency
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Ogive curves for cumulative frequency distribution
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Calculations of mean, median, and mode for grouped and ungrouped data
Each solution is broken down step by step, ensuring that students can apply these methods effectively in problem-solving. Practicing these NCERT solutions will help students gain a deeper understanding of statistical analysis and prepare well for their board exams.
What are you going to learn in Chapter 14 Statistics?
Statistics is a discipline of mathematics concerned with the gathering, classification, and representation of any type of data to facilitate study and comprehension. Bar graphs, pie charts, histograms, and frequency polygons are examples of data representations used in statistics up to the tenth level. The computation of central trends of ungrouped random data is included in statistics up to the tenth level. We will extend the study of these three measures, namely mean, median, and mode, from ungrouped data to grouped data. We'll also go over cumulative frequency, the cumulative frequency distribution, and how to draw ogives or cumulative frequency curves.