Question

Find the value of x , y and z
plz explain properly
if don't then plz don't answer​

Answer 1

$\huge\underbrace{\orange{\bf{Solution:}}}$

Given,

$→\;{\sf{40°+x°+25° = 180°}}$

(Linear Pair Angles)

$→\;{\sf{x°+65° = 180°}}$

$→\;{\sf{x° = 180°-65°}}$

$\boxed{◕➜\;\green{\bf{x° = 115°}}}$

$\boxed{◕➜\;\red{\bf{z° = 40°}}}$

(Vertically Opposite Angles)

$→\;{\sf{z°+y° = 180°}}$ (Linear Pair)

$→\;{\sf{40°+y° = 180°}}$

$→\;{\sf{y° = 180°-40°}}$

$\boxed{◕➜\;\purple{\bf{y° = 120°}}}$

Hope It Helps You ✌️

Answer 2

Answer:

40° + x + 25° = 180° [ Linear pair ]

=> 65° + x = 180°

=> x = 180° - 65°

=> x = 115°

x+25° +z = 180° [ Linear pair ]

=> 115° + 25° +z=180°

=> 140°+ z = 180°

=> z = 180° -140 °

=> z = 40°

y + z = 180° [ linear pair ]

=> y + 40° = 180°

=> y = 180° - 40°

=> y = 140°

x = 115°

y = 140°

z=40°