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Question

sin47sin25+sin61sin11=


A

cos7

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B

sin7

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C

2cos7

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D

2sin7

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Solution

The correct option is A

cos7


(sin47+sin61)(sin25+sin11)

=2sin54cos7sin18cos7 [Using sinC+sinD=2sin(C+D2)cos(CD2)]

=2cos7(sin54sin18)

=2cos7(cos36sin18)

=2cos7(5+14514)=2cos72=cos7


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