Construct a Triangle of sides 4 cm, 5 cm and 6cm. Then, construct a Triangle similar to it, whose sides are `2//3` of the corresponding sides of the first Triangle.

Construct a Triangle of sides 4.2cm, 5.1 cm and 6 cm. Then construct a Triangle similar to it, whose sides are 2//3 of corresponding sides of the first triangle.

Construct a triangle of sides 5 cm, 6 cm and 7cm then construct a triangle similar to it, whose sides are 2//3 of a corresponding sides of the triangle.

Construct a trianlge of sides 5cm, 6 cm and 7 cm . Then construct a triangle similar to it. Whose sides are 1^1//2 times the corresponding sides of the first triangle.

Construct a triangle ABC in which AB=5 cm, BC=7 cm, and /_ABC=50^@ then construct a triangle similar to it, whose sides are 4//5 of the corresponding sides of first triangle.

Construct a Triangle shadow similar on the given DeltaABC , with its sides equal to 5/3 of the corresponding sides of the triangle ABC.

Construct a triangle PQR, where QR=5.5 cm , angleQ=65^@ and PQ=6 cm. Then draw another triangle, whose sides are 2/3 times of the corresponding sides of DeltaPQR .

Construct is an isosceles Triangle whise base is 8 cm and altitude is 4 cm, Then, draw another Triangle whose sides are 1^1//2 times the corresponding sides of the isosceles Triangle.

Construct an equilateral triangle XYZ of side 5 cm and construct another triangle similar to DeltaXYZ , such that each of its sides is 4//5 of the sides of DeltaXYZ .

Construct a triangle with 5cm, 5cm and 1cm. Is it possible or not ? Why?

Can a triangle have sides with lengths 6 cm, 5 cm and 8 cm?