Question

Find the value of X in the given diagram ​

Answer 1

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

➡️ We have as follows,

x = 180° - (180 - 110 - 35)° - (180 - 100 - 30)°.

Or, x = 180 - 35 - 50 = 95°.

That's it..

Answer 2

For triangle ABC

35+110+q=180

145+q=180

q= 35 degree

For triangle EFD

30+100+a=180

130+a=180

a=50 degree

In triangle GFC

35+50+y=180

85+y=180

y=95 degree

We know that Vertical opposition angles are equal.

So,x=95 degree