### Circle : Introduction

Definition : Circle : it is the locus of a point that in which moves in a plane such that its distance from a fixed point in a plane is always constant. The fixed point is known as centre and […]

Read more →Definition : Circle : it is the locus of a point that in which moves in a plane such that its distance from a fixed point in a plane is always constant. The fixed point is known as centre and […]

Read more →Pair of Straight lines : It is combined product of more than one straight lines. Let us assume — For two lines : L1 ::: ax + by + c = 0 ….(1) L2 ::: […]

Read more →Change of Axis : Rotation in axes and shifting in origin. 1.Shifting of origin without Rotation of Axes : Initial : Origin = O( 0 , 0) X-axis = OX […]

Read more →Mirror property in a straight line : Reflection in the surface — Incident ray (IP) Normal (PN) Reflected ray (PR) Angle of incidence = angle of reflection Refraction in the surface — Let assume Incident ray makes an angle θ […]

Read more →Properties of a straight line – Let equation ax + by + c = 0 1.Method to Write a line parallel to a given line – Change only the constant term in the given equation, the term of x and […]

Read more →Angle between two lines : Let two line y = m1x + c1 and y = m2x + c2 and intersect at point A and makes an angle θ. Where m1 = tana and m2 = tanβ, then angle between […]

Read more →Position of points with respect to line : Let Equation of a straight line – ax + by + c = 0 And points P(x1,y1) and Q(x2 , y2) , then find position of points with respect to line- Assume, […]

Read more →Equation of straight lines : 1.General form The first-degree equation in x and y is known as a general form of a straight line. Example – ax + by + c = 0 , where a and b are not […]

Read more →Slope of a line : The Slope of a straight line is defined as that it is described direction and as well as steepness of a line. Or The Slope of a line can be defined as that it is […]

Read more →Quadrilaterals Quadrilaterals shape & its properties Quadrilateral : A quadrilateral is closed 2-Dimensional shape whose covered with four sides- Rectangle. Square. Rhombus. Paralellogram. Quadrilaterals shape & its properties 1.Rectangle: A Quadrilateral with four sides that in which opposite sides are […]

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