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Class 10 Chp 5 Coordinate Geometry | Practice set 5.2 (Q.10, Q.11 and Q.12) | Geometry | #4
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Hello!
In this video, we will solve Practice set 5.2 (Q.10, Q.11, and Q,12)
We had already discussed the following concepts in our previous videos
The topic which where discussed are
1) How to find the distance between any two points on the number line? (recall)
2) What is the XY plane / Cartesian plane? (recall)
3) How to locate a point on the XY plane / Cartesian plane? (recall)
4) What is abscissa and ordinate? (recall)
5) How to find the distance between two points in cartesian plane / XY plane ( Using Distance formula)
6) How to find the distance between two points that lies on the axis of XY plane
7) How to find the distance between two points such that line segment joining this two points is parallel to the axis
8) How to find the distance of any point from the origin
9) Derivation of the Distance formula
10)Solved example from the textbook (page no. 104-107)
11) Practice set 5.1 is done.
12) We also discuss the section formula, midpoint formula, and centroid formula.
Click the below link
For Chapter 1 Linear equations in two variables ( Algebra )
Click the below Link.
For Geometry Lesson no. 4 Geometric Construction
For Arithmetic Progression
Instagram username- galaxyofmaths
#sectionformula #centroidformula #cartesianplane #coordinategeometry #xyplane #midpointformula
In this video, we will solve Practice set 5.2 (Q.10, Q.11, and Q,12)
We had already discussed the following concepts in our previous videos
The topic which where discussed are
1) How to find the distance between any two points on the number line? (recall)
2) What is the XY plane / Cartesian plane? (recall)
3) How to locate a point on the XY plane / Cartesian plane? (recall)
4) What is abscissa and ordinate? (recall)
5) How to find the distance between two points in cartesian plane / XY plane ( Using Distance formula)
6) How to find the distance between two points that lies on the axis of XY plane
7) How to find the distance between two points such that line segment joining this two points is parallel to the axis
8) How to find the distance of any point from the origin
9) Derivation of the Distance formula
10)Solved example from the textbook (page no. 104-107)
11) Practice set 5.1 is done.
12) We also discuss the section formula, midpoint formula, and centroid formula.
Click the below link
For Chapter 1 Linear equations in two variables ( Algebra )
Click the below Link.
For Geometry Lesson no. 4 Geometric Construction
For Arithmetic Progression
Instagram username- galaxyofmaths
#sectionformula #centroidformula #cartesianplane #coordinategeometry #xyplane #midpointformula
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