Notes on Coordinate Geometry in Chapter 7 of Class 10 Math
This page contains all of the CBSE Notes for Class 10 Maths Coordinate geometry. Go through the page below to learn about points on the coordinate plane, distance formulae, section formulas, and other topics with complete explanations.
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Notes on Coordinate Geometry in Chapter 7 of Class 10 Math | Free PDF Download
CBSE Class 10 Maths Notes of All Chapters:
CBSE CLASS 10 MATHS NOTES CHAPTER 1 REAL NUMBERS
CBSE CLASS 10 MATHS NOTES CHAPTER 2 POLYNOMIALS
CBSE CLASS 10 MATHS NOTES CHAPTER 3 PAIR OF LINEAR EQUATIONS IN TWO VARIABLES
CBSE CLASS 10 MATHS NOTES CHAPTER 4 QUADRATIC EQUATION
CBSE CLASS 10 MATHS NOTES CHAPTER 5 AIRTHMETIC PROGRESSION
CBSE CLASS 10 MATHS NOTES CHAPTER 6 TRIANGLE
CBSE CLASS 10 MATHS NOTES CHAPTER 7 CONTROL AND COORDINATION
CBSE Class 10 Maths Notes Chapter 8 Introduction To Trigonometry
CBSE CLASS 10 MATHS NOTES CHAPTER 9 SOME APPLICATIONS OF TRIGONOMETRY
CBSE Class 10 Maths Notes Chapter 10 Circle
CBSE CLASS 10 MATHS NOTES CHAPTER 11 CONSTRUCTION
CBSE CLASS 10 MATHS NOTES CHAPTER 12 AREAS RELATED TO CIRCLES
CBSE CLASS 10 MATHS NOTES CHAPTER 13 SURFACE AREA AND VOLUMES
CBSE CLASS 10 MATHS NOTES CHAPTER 14 STATISTICS
CBSE CLASS 10 MATHS NOTES CHAPTER 15 PROBABILITY
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Frequently Asked Questions
Coordinate Geometry is covered in Chapter 7 of NCERT Class 10 Maths. The main formulae of this chapter that student should memorise are:
Distance between any two points (x_{1}, y_{1}) and (x_{2}, y_{2}) is given by
d = √ [x_{2} – x_{1})^{2}+(y_{2} – y_{1})^{2}]
If the point P (x, y) divides the line segment joining A (x_{1}, y_{1}) and B (x_{2}, y_{2}) internally in the ratio m:n, then, the coordinates of P are given by the section formula as:
A = (1/2) [x_{1}(y_{2} − y_{3}) + x_{2}(y_{3} − y_{1}) + x_{3}(y_{1} − y_{2})]
It becomes a simple chapter if you study attentively. To make things easier, you might go to our CBSE books Class 10, where the answers are easy and accessible. These solutions are completely dependable because they are vetted by professors with extensive expertise in the subject of mathematics.
There are four exercises in all. To learn how to solve them quickly, go to our website and use the NCERT Solutions chosen by specialists. Not only that, but you will find a variety of resources to assist you in becoming thorough in this chapter, ranging from key questions to revision notes.