consider triangle of sides 4cm 5cm and 6cm and then a triangle similar to whose sides are 2 by 3 of the corresponding sides of the first triangle
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padan
that question pld
that question pld
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Solution: Making the triangle.
.Draw a line segment AB = 4 cm
.Draw an arc at 5 cm from point A.
.Draw an arc at 6 cm from point B so that it intersects the previous arc.
.Joint the point of intersection from A and B.
.This gives the required triangle ABC.
Dividing the base in 2 : 3 ratio:
.Draw a ray AX at an acute angle from AB.
.Plot three points on AX so that; AA1 = A1A2 = A2A3
.Join A3 to B.
.Draw a line from point A2 so that this line is parallel to A3B and intersects AB at point B’.
.Draw a line from point B’ parallel to BC so that this line intersects AC at point C’.
Triangle AB’C’ is the required triangle.
.Draw a line segment AB = 4 cm
.Draw an arc at 5 cm from point A.
.Draw an arc at 6 cm from point B so that it intersects the previous arc.
.Joint the point of intersection from A and B.
.This gives the required triangle ABC.
Dividing the base in 2 : 3 ratio:
.Draw a ray AX at an acute angle from AB.
.Plot three points on AX so that; AA1 = A1A2 = A2A3
.Join A3 to B.
.Draw a line from point A2 so that this line is parallel to A3B and intersects AB at point B’.
.Draw a line from point B’ parallel to BC so that this line intersects AC at point C’.
Triangle AB’C’ is the required triangle.
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