I cannot manage to find the answer to this question, i would really appreciate ur help
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The limit does not exist (or is infinite, depending on your notation).
Since sin(0)=0 and sinx is continuous with sinx > 0 for x>0, we have that
lim [x→0+] sinx = 0+ (by which I mean the limit is 0 and the values are all positive as you approach).
Therefore
1/sinx → +∞.
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Since sin(0)=0 and sinx is continuous with sinx > 0 for x>0, we have that
lim [x→0+] sinx = 0+ (by which I mean the limit is 0 and the values are all positive as you approach).
Therefore
1/sinx → +∞.
§