Consider the following lists. List - I List - II A) f (x) = \frac{|x+2|}{x+2} , x ≠ - 2 I) [1/3,1] B) g (x) = |[x]| , x ∊ R II) Z C) h (x) = |x - [x]| , x ∊ R III) W D) f (x) = 1/{2-sin3x} , x ∊ R IV) [0, 1) V) {- 1 , 1}

Correct Answer is : A - V , B - III , C - IV , D - I

A - V , B - III , C - II , D - I

A - III , B - II , C - IV , D - I

A - V , B - III , C - IV , D - I

A - I , B - II , C - III , D - IV

AP EAMCET Engineering 20 Apr 2019 Shift 1 Paper

Section: Mathematics

Question : 2 of 160

Marks: +1, -0

Consider the following lists.

List - I

List - II

A) f (x) =

|x+2|

x+2

, x ≠ - 2

I) [

,1]

B) g (x) = |[x]| , x ∊ R

II) Z

C) h (x) = |x - [x]| , x ∊ R

III) W

D) f (x) =

2−sin3x

, x ∊ R

IV) [0, 1)

V) {- 1 , 1}

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−1	‌	x<−2.