If the given fig <AOB =90°, OM//NL.Find the value of <p and <q.
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∠CDE+∠EOD=180
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(CD is straight line)
∴100+4x=180(linear pair)⇒x=20
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& 3x+90+7=180 (linear pair)
∴60+90+y=180
y=180−150=30
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Given,
Ang. AOB = 90
OM ll NL
Ang. AOM = 13
To find,
P and Q
Solution:
First we will prove P and Q equal:-
OM ll NL. (GIVEN)
therefore,
P = Q. ....(i) (Corresponding angles)
Now,
Ang AOM = 13
Therefore,
Ang. MOL = AOB - AOM
= 90 - 13
Ang. MOL = 77
p = 77 ( as Ang. MOL = P)
Therefore,
q = 77 ( from (i) )
Ang. AOB = 90
OM ll NL
Ang. AOM = 13
To find,
P and Q
Solution:
First we will prove P and Q equal:-
OM ll NL. (GIVEN)
therefore,
P = Q. ....(i) (Corresponding angles)
Now,
Ang AOM = 13
Therefore,
Ang. MOL = AOB - AOM
= 90 - 13
Ang. MOL = 77
p = 77 ( as Ang. MOL = P)
Therefore,
q = 77 ( from (i) )
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