In each of the following figures
AB is parallel to CD. Find the unknown angles, giving reasons.
plz answer correctly u will get many points from me.
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In 1st
On line AB BD ray stand and
Now ABD+x=180
ABD=100
So x=180-100(linear pair)
X=80
Two lines AB and EF
FYB=120 so y=120(vertically opp angel)
Y=120 and corresponding angle is also 120
And y+z=180(linear pair)
120+z=180
Z=180-120
Z=60
T=x=80(Alternatively interior angle)
In 2nd
T=120 (vertically opposite angle)
T=y=120(Alternatively interior angles)
In fig
Doh=50 and it's corresponding Bmh=50
X=Bmh=50(vertically opposite angle)
X+z=180(linear pair)
50+z=180
Z=180-50
Z=30
On line AB BD ray stand and
Now ABD+x=180
ABD=100
So x=180-100(linear pair)
X=80
Two lines AB and EF
FYB=120 so y=120(vertically opp angel)
Y=120 and corresponding angle is also 120
And y+z=180(linear pair)
120+z=180
Z=180-120
Z=60
T=x=80(Alternatively interior angle)
In 2nd
T=120 (vertically opposite angle)
T=y=120(Alternatively interior angles)
In fig
Doh=50 and it's corresponding Bmh=50
X=Bmh=50(vertically opposite angle)
X+z=180(linear pair)
50+z=180
Z=180-50
Z=30
npvidya16:
thank you so much
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0
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