Cos3*/cos*-sin*+sin3*/sin*-cos*=1+sin*cos*
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Answer:
Step-by-step explanation:
os
3
x−sin
3
x
=
cosx−sinx
(cosx−sinx)(cos
2
x+sin
2
x+sinxcosx)
=1+sinxcosx (as cos
2
x+sin
2
x=1)
=
2
1
(2+2sinxcosx)
=
2
1
(2+sin2x)
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