2ncos 20=sin 40+ncos40 the value of 1÷n² is
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Step-by-step explanation:
Let A= sqrt(3).cos(20)- sin(20)
Replace tan(60)= sqrt(3) in above expression
A= sin(60). cos(20)/cos(60)- sin(20)
Or A.cos(60)= sin(60).cos(20)- sin(20).cos(60)= sin (60-20)= sin(40)
So A= 2.sin(40)= sqrt(3).cos(20)- sin(20)
Or sin(20)+2.sin(40)= sqrt(3).cos(20)
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