<a=75° and ce||ab if <ecd=40° find other two angles of triangle
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Answered by
123
given CE is parallel to AB.
so since angle ABC and and angle ECD are corresponding angles...
they are equal..
So angle ABC is 40 i.e <B = 40 °
in a triangle sum of angles is 180°.
so <A + <B + <ACB = 180
i.e 75 + 40 + <ACB =180.
<ACB = 65°.
hence 40° ,75°,65° are all angles in triangle
so since angle ABC and and angle ECD are corresponding angles...
they are equal..
So angle ABC is 40 i.e <B = 40 °
in a triangle sum of angles is 180°.
so <A + <B + <ACB = 180
i.e 75 + 40 + <ACB =180.
<ACB = 65°.
hence 40° ,75°,65° are all angles in triangle
Answered by
6
Answer:
given CE is parallel to AB.
so since angle ABC and and angle ECD are corresponding angles...
they are equal..
So angle ABC is 40 i.e <B = 40 °
in a triangle sum of angles is 180°.
so <A + <B + <ACB = 180
i.e 75 + 40 + <ACB =180.
<ACB = 65°.
hence 40° ,75°,65° are all angles in triangle
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