A) \[\angle C>\angle A\,and\,\angle D>\angle B\]
B) \[\angle C>\angle A\,and\,\angle B>\angle D\]
C) \[\angle C<\angle A\,and\,\angle D<\angle B\]
D) \[\angle C<\angle A\,and\,\angle D=\angle B\]
Correct Answer: A
Solution :
(a): In \[{{\Delta }^{1e}}ABD,\,\,\,\,\angle D>\angle 3\] In \[{{\Delta }^{1e}}ABC,~\,\angle 5>\angle 1,\] In \[{{\Delta }^{1e}}CDB,\,\,\angle 7>\angle 4;\] In \[{{\Delta }^{1e}}CDA,\,\,\angle 6>\angle 2\]You need to login to perform this action.
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