Suggested: sin(1/n) converge or diverge - sin(1/x) - sin(180-theta)=sin theta proof - sin(1) - sin(180-θ)=sinθ proof - sin(1/x) limit at 0 - sin(1/x) is not uniformly continuous - sin(1/n^2) converge or diverge - sin(18) - sin(1/2 cos inverse 4/5) - sin(11pi/12) - sin(10) - sin(180-a)=sina - sin(180) - sin(1 Browse related:
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