prove that cos20.cos40.cos80=1/8
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✔️✔️Firstly in equation 1 use the formula :----
⏹2sinAcosA=Sin2A
and simplify the terms ..
In the second equation use the formula:-----
⏹2sinAcosA=Sin2A
✔️So substituting and further simplifying by taking common terms we get :-
⏹sin(180-20)/8 sin20 where take the formula sin(180-A)=sinA..
and thus cancelling the sin20°terms we get the simplified answer as :--
⏹➖1/8➖⏹
⏹2sinAcosA=Sin2A
and simplify the terms ..
In the second equation use the formula:-----
⏹2sinAcosA=Sin2A
✔️So substituting and further simplifying by taking common terms we get :-
⏹sin(180-20)/8 sin20 where take the formula sin(180-A)=sinA..
and thus cancelling the sin20°terms we get the simplified answer as :--
⏹➖1/8➖⏹
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