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At what point is the function y=csc(2x) continuous?

1 answer

Your question should have been ...
"At what point is the function y=csc(2x) NOT continuous?" to make more sense.

Remember that csc A = 1/sinA
since we cannot divide by zero , the csc(2x) is in trouble whenever sin(2x) = 0

look at y = sin(2x) , when is it zero???
http://www.wolframalpha.com/input/?i=plot+y+%3D+sin(2x)+from+0+to+2%CF%80

Note, x would be in radians in my graph
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