Which two figure have an equal area? (FIGURES) `A` and `B` (b) `B` and `D` (c) `A` and `C` (d) `A` and `D`

Diagonal A C\ a n d\ B D of trapezium A B C D , in which A B || D C , intersect each other at Odot The triangle which is equal in area of A O D is A O B (b) B O C (c) D O C (d) A D C

In Figure, compute the area of quadrilateral A B C D .

In Figure, compute the area of quadrilateral A B C D Figure

In Fig. 10.78, if A D , A E and B C are tangents to the circle at D , E and F respectively. Then, (FIGURE) A D=A B+B C+C A (b) 2A D=A B+B C+C A (c) 3A D=A B+B C+C A (d) 4A D=A B+B C+C A

In Figure, if A B C is an equilateral triangle. Find /_B D C\ a n d\ /_B E C

In the figure, diagonal A C of a quadrilateral A B C D bisects the angles A and C . Prove that A B=A D and C B=CD

In Figure, prove that C D+D A+A B+B C >2A C

In Figure, diagonal A C of a quadrilateral A B C D bisects the angles A and C . Prove that A B=A D and C B=CD .

In Figure D E A C and D C a pdot Prove that (B E)/(E C)=(B C)/(C P)

In figure /_A C B=90^@ and C D_|_A B . Prove that (B C^2)/(A C^2)=(B D)/(A D) .