Question

in the given figure o is the centre of the circle and AB , CD are equal chords if angle AOB =70° find the angle of triangle ocd​

Answer 1

Answer:

${\huge{\underline{\large{\mathbb{\red{KABIR}}}}}}$

Hope this will help u ❤❤

Answer 2

Step-by-step explanation:

=in triangle ADB and triangle COD

=OA=OD(both are radius)

=OB=OC(")

=AB=DC( given)

=triangle AOB =~ triangle COD ( by using SSS rule).

=.: angle AOB=angle COD=70.

=now,in triangle OCD.

=OC=OD.( both are radius).

= then, angle ODC= angleOCD

=x+x+70=180.

=2x+70=180.

2x=110.

x=55.

ODC=55.

OCD=55.

COD=70..

hope❣✌ you get answer