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Verify the identity. Justify each step. Will give a medal.
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\[\tan(\theta) +\cot(\theta)=1/\sin(\theta)\cos(\theta)\]
I got it to \[\tan(\theta)+\cot(\theta)= (\sin(\theta)/sos(\theta)+(\cos(\theta)/\sin(\theta)\] Justificationtan:(theta)=sin(theta)/(cos(theta) cot(theta)=(cos(thta)/sin(theta) I am stuck now though :(
@SolomonZelman
Never mind, i think i got it... \[1/\cos(\theta)\sin(\theta)=1/\sin(\theta)\cos(\theta)\]
Is that right @Hero
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Is that right @Hero
@Preetha
mmhm is it okay if i check it?
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