ABCD is a quadrilateral . F is a point on AD such that AF=2.1cm and FD=4.9cm. E and G are points on AC and AB respectively such that EF//CD and GE//BC. Find
a) Area of triangleAGE/Area of trapezium GBCE
b) Area of triangleBCD/Area of triangleGEF
ABCD is a quadrilateral . F is a point on AD such that AF=2.1cm and FD=4.9cm. E and G are points on AC and AB respectively such that EF//CD and GE//BC. Find
a) Area of triangleAGE/Area of trapezium GBCE
b) Area of triangleBCD/Area of triangleGEF
You may view this as a 3-dimensional figure also,
a 3-sided pyramid similar to a tetrahedron with base BCD.
All sides are divided in the same ratio...
AF:FD=AG:GD=AE:EC=GE:BC=EF:CD=GF:BD=[2.]:[4.9]
AF:AD=AE:AC=AG:AB=[2.1]:7
Area of AGE to Area of ABC is
Area of AGE to GBCE is7^2-[2.1]^2)" alt="(2.1)^2
7^2-[2.1]^2)" />
Area BCD to GEF is![]()