Steps of construction: 1. Mark a line segment $BC=5cm$ with the help of ruler. 2. At B, draw perpendicular BX and cut off $BA=4cm$. 3. Then, join AC. Then, ABC is the triangle 4. Draw a ray BY...
Draw a right triangle ABC in which and . Draw a triangle similar to with its sides equal to of the corresponding sides of .
Steps of construction: 1. Construct a line segment $AB=4.5cm$ with the help of ruler. 2. At the point A, make a ray AX perpendicular to AB and cut off $AC=AB=4.5cm$. 3. Then, join BC. Then, ABC is...
Construct a triangle with sides , and and then another triangle whose sides are of the corresponding sides of the first triangle.
Steps of construction: 1. Make a line segment $BC=5cm$. 2. Assuming B as center and radius $6cm$ and with C as center and radius $7cm$, draw arcs intersecting each other at A. 3. Then, join AB and...
Draw a in which , and . Draw a triangle similar to with its sides equal to of the corresponding sides of .
Steps of construction: 1. Make a line segment $BC=6cm$. 2. Assuming center as B and radius $4cm$ and with C as center and radius $5cm$, draw arcs intersecting each other at A. 3. Join AB and AC....
Construct a triangle similar to a given such that each of its sides is of the corresponding sides of . It is given that , and .
Steps of construction: 1. Make a line segment $BC=6cm$. 2. Construct a ray BX making an angle of ${{50}^{\circ }}$and CY making ${{60}^{\circ }}$with BC which intersects each other at A. Then, ABC...
Construct a triangle similar to a given such that each of its sides is of the corresponding sides of . It is given that , and
Steps of construction: 1. Make a line segment $BC=7cm$. 2. Construct a ray BX making an angle of ${{50}^{\circ }}$and cut off $BA=5cm$. 3. Now, join AC. Then ABC will the triangle. 4. Construct a...
Construct a triangle of sides , and and then a triangle similar to it whose sides are of the corresponding sides of it.
Steps of construction: 1. Make a line segment $BC=5cm$. 2. Assuming center as B and radius $4cm$ and with center C and radius $6cm$, make arcs from both points to intersect each other at A. 3. Then,...