find the value of x,y,z
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1
x+x/2= 180
So x=120
Now x=z THEY ARE VERTICALLY OPPOSITE ANGLES
So z=120
So y=180-z=180-120=60
So x=z=120
x/2=y=60
So x=120
Now x=z THEY ARE VERTICALLY OPPOSITE ANGLES
So z=120
So y=180-z=180-120=60
So x=z=120
x/2=y=60
jayanthjay:
how 120 is came
Solve the first equation
its in my answer
u wwill understand if u want to:)
Answered by
2
x+x/2=180°(linear pair)
⇒2x+x=360°
⇒3x=360°
⇒x=120°
x+y=180°(linear pair)
⇒120°+y=180°
⇒y=60°
x=z(vertically opp angles)
∴z=120°
ans- x=120°,y=60°,z=120°
⇒2x+x=360°
⇒3x=360°
⇒x=120°
x+y=180°(linear pair)
⇒120°+y=180°
⇒y=60°
x=z(vertically opp angles)
∴z=120°
ans- x=120°,y=60°,z=120°
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