Answer:
y=40°(alternate angle)
w=60°(corresponding angle)
Therefore,
w+z+y=180°(linear pair)
=>60°+z+40°=180°
=>z=180°-100°
=>z=80°
x+y=180°(co interior angles)
=>x=180°-40°
=>x=140°
Step-by-step explanation:
-----------------------------------------------
✏️ sum of adjacent angles is 180°
✏️ The sum of linear pair is 180°
✏️Alternate angles are equal
✏️ corresponding angles are equal
✏️ opposite angles are equal
✏️The sum of interior angles in a triangle is 180°
Copyright © 2024 EHUB.TIPS team's - All rights reserved.
Answers & Comments
Answer:
y=40°(alternate angle)
w=60°(corresponding angle)
Therefore,
w+z+y=180°(linear pair)
=>60°+z+40°=180°
=>z=180°-100°
=>z=80°
x+y=180°(co interior angles)
=>x=180°-40°
=>x=140°
Step-by-step explanation:
-----------------------------------------------
More to know !!
✏️ sum of adjacent angles is 180°
✏️ The sum of linear pair is 180°
✏️Alternate angles are equal
✏️ corresponding angles are equal
✏️ opposite angles are equal
✏️The sum of interior angles in a triangle is 180°