The value of sin100°cos40°−cos100°sin40°=
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Answer:
The value of sin100°cos40°−cos100°sin40°=1/2
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Answer:
cos1000cos400+sin1000sin400
This is in the form of cosAcosB+sinAsinB=cos(A−B)
Therefore, cos1000cos400+sin1000sin400=cos(1000−400)
⇒cos1000cos400+sin1000sin400=cos600
⇒cos1000cos400+sin1000sin400=21
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