Question

Xo
Date
DM
as figure
Q8
IX TP Page
In this figure AD
=CD and AB=CB .
can we Write
2o CBD.CO
AD = CfigureD, and
write​

Answer 1

$\huge\boxed{\fcolorbox{red}{yellow}{Shailesh}}$

Step-by-step explanation:

i) AD=CD (Given)

  BC=AB(Given)

  DB=DB(Common point)

ii) yes ABD = CBD,

Given=  AD=CD

              AB=CB

               DB is the common line segment

To show= ABD=CBD

proof= a) AD=CD (Given)

              BC=AB(Given)

              DB=DB(Given)

b) So, using (a) part we can say that ABD is congruent to CBD ( SSS Congruency rule)

*****************************************************************************************

= (is congruent to)

Hope this help

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..

Answer 2

$\huge\star\mathfrak\blue{{Answer:-}}$

i) AD=CD (Given)

BC=AB(Given)

DB=DB(Common point)

ii) yes ABD = CBD,

Given= AD=CD

AB=CB

DB is the common line segment

To show= ABD=CBD

proof= a) AD=CD (Given)

BC=AB(Given)

DB=DB(Given)

b) So, using (a) part we can say that ABD is congruent to CBD ( SSS Congruency rule)