Each side of triangle ABC is divided into three equal parts. Find the ratio of the are of hexagon `P Q R S T U` to the area of the triangle ABC.

Each side of triangle ABC is divided into three equal parts. Find the ratio of the area of hexagon P Q R S T U to the area of the triangle ABC.

Each side of triangle ABC is divided into three equal parts. Find the ratio of the area of hexagon P Q R S T U to the area of the triangle ABC.

Each side of triangle ABC is divided into three equal parts.Find the ratio of the are of hexagon PQRSTU to the area of the triangle ABC.

ABCD is a parallelogram. Find the ratio of the area of Delta ABC to the area of the parallelogram ABCD.

P is a point inside the triangle ABC. Lines are drawn through P, parallel to the sides of the triangle.The three resulting triangles with the vertex at P have areas 4,9 and 49 sq . units. The area of the triangle ABC is -

The product of the arithmetic mean of the lengths of the side of a triangle ABC and harmonic mean of the lengths of the altitudes of the triangle is equal to (Delta is area of triangle ABC).

Pis a point inside the triangle ABC.Lines are drawn through P,parallel to the sides of the triangle.The three resulting triangles with the vertex at P have areas 4,9 and 49sq. units. The area of thetriangle ABC is -