Answer to Question #45243 in Geometry for anil

Question #45243

in a triangle ABC
PQ II BC
P be the mid point of side AB and Q be the mid point of AC
then prove that area of triangle OBC=area of rectangle OPAQ

[note-- QB and PC are crossing lines inside the triangle and they meet at a point O which lies inside the
triangle

Expert's answer

Download Answer

Learn more about our help with Assignments: Geometry

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. P is a point inthe interiour of a rectangle ABCD.if P is joined to each of the vertices of the recta
2. find the perimeter of a rhombus if the diagonal are 6cm and 8 cm
3. hello i have many objects with known centre of mass coordinates distributed on a plane. the objects
4. your town purchases a new fire truck with a 100ft extension ladder. About how close can the fire tru
5. how much grain will a silo hold if the height of a ladder is 40 feet and the radius is 6 ft
6. Is a right.triangle can be isosceles triangle?
7. the three perpendicular distances of three sides of an equilateral triangle from a point which lies