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NCERT Solutions For Class 10 Maths Chapter 7 Coordinate Geometry Ex

All questions have been solved ch 7 maths class 10 7.4 an easy to understand way with detailed explanation of each and every step. On signing up you are confirming that you have read and agree to Terms of Service.

Answers to optional exercise is also given In Coordinate Geometry of Class 9, we learned what is x and y coordinate of a point. In this chapter, we will learn Coordinates of points in x-axis x, 0 and y-axis 0, y How to find distance between two points using Distance Formula Checking if points form a triangle, or an isoceles triangle, or a square, rectangle. To do this, we need to learn properties of parallelogram Checking if ch 7 maths class 10 7.4 points are collinear using Distance Formula Finding points equidistant to given points Then, we will learn about Section Formula - Finding coordinates of a kaths that divides line joining two points in some ratio Finding coordinates of mid-point of a line using Section Formula Finding ratio when coordinates of point of intersection is given Using properties of parallelogram to do some questions on Section Formula like finding coordinates of a 100, when 4 vertices of parallelogram are given Finding Area of triangle when coordinates of all 3 vertices are given Proving 3 points collinear using Area of Triangle Formula Finding Area of Quadrialteral using Area of Triangle Formula dividing Quadrilateral into 2 triangles and finding area Click on an exercise link below to study from the NCERT Way.

Ch 7 maths class 10 7.4 you can click on a topic link below Concept wise to learn the C way. Ch 7 maths class 10 7.4 order wise Ex 7. Distance Formula. Equidistant points.

Checking points collinear or not. Type of triangle formed. Type of quadrilateral formed. Section Formula- Finding coordinates. Section Formula- Finding coordinates of a point in a quadrilateral. Finding ratio. Area of triangle. Given area, finding k. Area of quadrilateral. Teachoo is free. Login to view more pages. Or login Sign In.

Find the ratio in which line segment joining A 1, -5 and B -4, 5 is divided by the x-axis. The chapter comes in handy in all folds of life, as the calculations learnt here are the ones used in the real world the most. If 1, 2 , 4, y , x, 6 and 3, 5 are the vertices of a parallelogram taken in order, find x and y. This chapter brings in the mensuration part of the syllabus. To express a fraction in its lowest term, we divide the numerator and denominator by their HCF.

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