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In the fig. given:
AB||CD
To Find:
•Value of z
And
•Value of Angle DNM & Angle CNM
Attachments:
Answers
Answered by
6
3z-42=2z+13
z=55
so angle <DNM=110+13
=123
&<CNM= 180-123
=57
z=55
so angle <DNM=110+13
=123
&<CNM= 180-123
=57
NiteshAggarwal:
This is correct Answer.
Answered by
5
3z-42=2z+13(Alternate interior angles)
3z-2z=13+42
1z=55
z=55.
substitute the value of 'z' in angle DNM
2×55+13
=123
Angle DNM+Angle CNM=180(linear pair)
123+CNM=180
CNM=180-123
CNM=57
Hope this will help u
3z-2z=13+42
1z=55
z=55.
substitute the value of 'z' in angle DNM
2×55+13
=123
Angle DNM+Angle CNM=180(linear pair)
123+CNM=180
CNM=180-123
CNM=57
Hope this will help u
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