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Let the line segments and intersect at is such a way that , then  BD but may not be parallel to .

A

True

B

False

Answer

It is given that,
and
Here, line segment and are concurrent.
So,
                   [ Vertically opposite angle ]
Now,
In and
 
 
 
                   [ By property of congruence ]
                        [ C.P.C.T ]
Here,
or
Hence, there are no alternate angles, unless both triangles are isosceles triangle.
Hence, it is proved that, but may not be parallel to

Answered By

toppr

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