Question

Find the value of x in the following figure​

Answer 1

Answer:

Let the intersection of both lines = O

In ∆AOB,

<A + <B +<O = 180° (angle sum property of ∆)

=> 65+75+<O =180°

=> 140 + <O = 180°

=> <O = 40°

Also,

<AOB = <COD

=> <COD = 40°

In ∆COD

<C +<COD + x = 180° (angle sum property of ∆)

110°+40° + x = 180°

150° +x = 180°

X = 30° answer

Step-by-step explanation:

hᎾᏢᎬ ᎥᏆ hᎬᏞᏢs 。^‿^｡

Answer 2

$\sf{ \purple{The \: value \: of \: x \: is \: 30 { \degree}}}$

$\sf{Answer \: in \: attachment}$

Hope this helps you mate✌