Question

find the value of x in the given figure​

Answer 1

$\huge\green{A}\red{N}\orange{S}\pink{W}{E}\blue{R}$

$As \:ce\:||\:FH$

∠ADE=∠FGJ

So,

x+50=121

x=121-50

$\huge\boxed{\red{x=71°}}$

FOLLOW AND MARKAS BRAINLIEST

Answer 2

Answer:

according to the corresponding angles of parallel angles

/CDG=/FGJ

AJ is straight line

hence /CDA+/CDG=180

/CDA= 59

and here CE is straight line

/CDA+/ADB+/BDE=180

59+/ADB+50=180

/ADB=180-109

/ADB=71

hence x= 71°