The value of limx - 0 - 100x-sin x- - - 99sinx-x- where - denotes the greatest integer function is

The correct option is E 198 lim_x → 0( [ 100x/sin x] + [ 99sinx/x]) = 100+98=198 ...

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Substitution Method to Remove Indeterminate Form

The value of ...

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The value of $lim x \to 0 ([\frac{100 x}{sin x}] + [\frac{99 s i n x}{x}])$ ( where [.] denotes the greatest integer function) is

199

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198

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Similar questions

{lim}_{x \to 0} [[\frac{100 x}{s i n x}] + [\frac{99 s i n x}{x}]]

The value of $lim x \to a ([\frac{100 x}{s i n x}] + [\frac{99 s i n x}{x}])$ ,where [.] denotes the greatest integer function, is

lim x \to 0 {[\frac{100 x}{sin x}] + [\frac{99 sin x}{x}]}

The value of $lim x \to 0 ([\frac{100 x}{s i n x}] + [\frac{99 s i n x}{x}])$ ,where [.] denotes the greatest integer function, is

l i m x \Rightarrow \infty ([\frac{100 x}{s i n x}] + [\frac{99 s i n x}{x}])

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