The question consists of two statements, namely, Assertion (A) and Reason (R). Please select the correct answer.


Assertion (A)



Reason (R)



It is always possible to draw a triangle whose sides measure 4 cm, 5cmand 10cm respectively.



In an isosceles ∆ABC with AB=AC, if BD and CE are bisectors of B and C respectively, then BD=CE.


In ΔBDC and ΔCEB,

DCB = EBC (Given)


BC = CB (Common)


B = C (AC = AB)



CEB = BCE


ΔBDC ΔCEB


BD = CE (By c.p.c.t.)


And, we know that the sum of two sides is always greater than the third side in any triangle.


But, (5 + 4) < 10


Hence, the reason is true, but the assertion is false.


Option D is true

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