Construction Of Similar Triangle As Per Given Scale Factor Scale factor means the ratio of the sides of the triangle to be constructed with the corresponding sides of the given triangle. This construction involves two different situations : (i) The triangle to be constructed is smaller than the given triangle, here scale factor is less than 1. (ii) The triangle to be … [Read more...] about Construction Of Similar Triangle As Per Given Scale Factor
Constructions
How To Construct A Tangent To A Circle At A Given Point
How To Construct A Tangent To A Circle At A Given Point Steps of ConstructionStep I: Take a point O on the plane of the paper and draw a circle of given radius. Step II: Take a point P on the circle. Step III: Join OP. Step IV: Construct ∠OPT = 90º. Step V: Produce TP to T' to get TPT' as the required tangent.Read More:How To Construct A Tangent To A Circle … [Read more...] about How To Construct A Tangent To A Circle At A Given Point
How To Construct A Triangle With A Compass And Protractor
Construction of an Equilateral TriangleSteps of construction Step I: Draw a ray AX with initial point A. Step II: With centre A and radius equal to length of a side of the triangle draw an arc BY, cutting the ray AX at B. Step III: With centre B and the same radius draw an arc cutting the arc BY at C. Step IV: Join AC and BC to obtain the required … [Read more...] about How To Construct A Triangle With A Compass And Protractor
How To Construct An Angle Using A Protractor
Construction Of An Angle Using A Protractor Let us draw an angle ABC of 30° with the help of a protractor. To draw ∠ABC, first draw a ray BC on a paper.Now, place the protractor in such a way that the midpoint of the base line coincides with point B and base line overlaps exactly with ray BC of the angle. Since BC lies to the right of the midpoint of the base line, start … [Read more...] about How To Construct An Angle Using A Protractor
How Do You Construct A Perpendicular Bisector
Construction Of Perpendicular Bisector Of A Line Segment A line which is perpendicular to a given line segment (AB) and divides it into two equal halves, i.e., AO = OB is called the perpendicular bisector of AB. In figure, XY is the perpendicular bisector of AB since AO = OB and ∠XOB = 90°.Read More:Construction of an Equilateral Triangle Construction Of Similar … [Read more...] about How Do You Construct A Perpendicular Bisector