prove that cos7x+cos5x/sin7x-sin5x = cotx
Answers
Answered by
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Step-by-step explanation:
Answer
LHS=
sin7x−sin5x
cos7x+cos5x
=
2sin(
2
7x−5x
)cos(
2
7x+5x
)
2cos(
2
7x+5x
)cos(
2
7x−5x
)
=
sinxcos6x
cos6xcosx
=
sinx
cosx
=cotx=RHS
Answered by
0
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