Question

please give me answer.
it's urgent.​

Answer 1

Answer:

as AC//DE

ABC+Z=180-(1)(alternative interior angles)

z+122=180-(LINEAR PAIR)

z=58

as ABC=32+x

so from 1 we get

32+x+z=180

32+x+58=180

x=180-90

x=90

32+y=180(alternative interior angles)

y=148

so

x=90

y=148

z=58

Answer 2

Step-by-step explanation:

Given

AC parallel to DE

angle ABD = 32

ANGLE E = 122

TO FIND

X Y Z

SOLUTION

ANGLE E = ANGLE X ( ALTERNATE ANGELES ARE EQUAL)

ANGLE X = 122

NOW,

$angle \: z \: + angle \: e \: = {180}^{0}$

ANGLE Z + 122 = 180

ANGLE Z = 180 - 122

= 58

ANGLE X = ANGLE Y (ALTERNATE ANGELES ARE EQUAL)