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29. Limits
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Q19 of 318 Page 29

Find .

We know greatest integer [x] is the smallest integer nearest to that number .


For f(x) = [x]


To find:



To limit to exist we know …….(1)


Thus to find the limit using the concept ……(2)


……..(3)


……(4)



From above equations



Thus limit does exists


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Show that .

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Find . Is it equal to .

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Evaluate (if it exists), where .

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Show that does not exist.

Questions · 318
29. Limits
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