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answer my below question on limits?
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\[\lim_{x \rightarrow 0} \left[ sinx/x \right]\] where \[\left[ * \right]\] represents the greatest integer value or the function "*"
prove it.......... i don't agree
0
The answer is zero use \[|\sin(x)|<|x|\] for \[x\ne0\] you can prove this inequality by using the MVT
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