Question

Q2. In adjacent figure AB = CD and AD = BC then answer the following :-
(1) How many triangles are there in the figure ?
(ii) Prove that triangle ABD corresponding to triangle CDB by giving the three matching parts.
State the congruence condition also.
(iii) Is <a = <c? Give reason.​

Answer 1

Step-by-step explanation:

1. 2 triangles

2. AB=CD (GIVEN)

AD=BC (GIVEN)

BD (COMMON)

THEREFORE TRIANGLE ABD IS CORRESPONDING TO CDB

3. BY CPCT WE CAN PROVE THAT ANGLE A= ANGLE C

Answer 2

$answer \\( 1) \: 2\: triangles \: \\ (2) \: a \: b = c \: d \: (given) \\ \: \: \: \: \: \: b \: c = a \: d \:(given) \\ \: \: \: \: \: b \: d \: = b \: d \: (common) \\ so \: triangle \: a \: b \: d \: = a \: c \: d \\ by \: s \: s \: s \: property \: \\ (3) < a \: = < c \: \\ because \: triangle \: a \: b \: d \: \\ is \: corresponding \: to \: \\ triangle \: a \: c \: d \: \\ hope \: it \: helps \: you \: \\ please \: mark \: me \: brainliest$