prove that cos 105 + cos 15=sin 75-sin 15
Answers
Answered by
4
LHS =)we have;
cos105 + cos15
=)cos (90+15) + cos (90-75)
=)-sin15+sin75
=)-sin(15-sin75)
=)sin75-sin15
Hence, LHS=RHS
cos105 + cos15
=)cos (90+15) + cos (90-75)
=)-sin15+sin75
=)-sin(15-sin75)
=)sin75-sin15
Hence, LHS=RHS
Answered by
2
Answer:
Step-by-step explanation:
LHS =cos105 + cos15
=cos (90+15) + cos (90-75)
=-sin15+sin75
=sin75-sin15=RHS
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