Limits, Continuity and Differentiability Part 1

Section: Mathematics

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Question : 46 of 100

Marks: +1, -0

For each t ∊ R, let [t] be the greatest integer lessthan or equal to t. Then

lim

x→1+

(1−|x|+sin|1−x|)sin(

π

2

[1−x])

|1−x|[1−x]

[10 Jan 2019 Shift 1]

equals –1
equals 1
does not exist
equals 0

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