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Find cos (2 theta angle) if sin (theta angle) =4/5
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Hint: $$ \cos 2 \theta = 1-2 \sin^2 \theta$$
can you do the rest ?
nah im aboslutely clueless about this question
Hm. but I gave you the first clue .. it's just the matter of substitution now..
Anyways the answer is $$ -\frac{7}{25}$$
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how you arrive there
$$1-2\times (16/25)$$
16 and 25, 1 and 2...where did all those numbers come from
$$\cos 2 \theta = 1-2 \sin^2 \theta = 1-2\times (\frac 45)^2 = 1-2\times (16/25) = -\frac{7}{25}$$ anything else mam ?
is the cos 2theta= 1-2sin^2theta a rule
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yes it's an identity.
ok thanks for the help
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