An even periodic function `f:R to R ` with period 4 is such that
`f(x)={{:(max.(|x|, x^(2))",",, 0lex lt1), (x",",,1le xle 2):}`. Then draw the graph of `y= f(x)` for `x in R`

An even periodic functin f : R to R with period 4 is such that f (x)= [{:(max. (|x|"," x ^(2)),, 0 le x lt 1),( x,, 1 le x le 2):} The number of solution of f (x) | 3 sin x| for x in (-6, 6) are :

An even periodic functin f : R to R with period 4 is such that f (x)= [{:(max. (|x|"," x ^(2)),, 0 le x lt 1),( x,, 1 le x le 2):} The number of solution of f (x)= | 3 sin x| for x in (-6, 6) are :

An even periodic functin f : R to R with period 4 is such that f (x)= [{:(max. (|x|"," x ^(2)),, 0 le x lt 1),( x,, 1 le x le 2):} The number of solution of f (x) | 3 sin x| for x in (-6, 6) are :

An even periodic functin f : R to R with period 4 is such that f (x)= [{:(max. (|x|"," x ^(2)),, 0 le x lt 1),( x,, 1 le x le 2):} The value of {f (5.12)} (where {.} denotes fractional part function), is :

An even periodic functin f : R to R with period 4 is such that f (x)= [{:(max. (|x|"," x ^(2)),, 0 le x lt 1),( x,, 1 le x le 2):} The value of {f (5.12)} (where {.} denotes fractional part function), is :

f (x) is an even periodic function with period 10 in [0,5], f (x) = {{:(2x, 0le x lt2),(3x ^(2)-8,2 le x lt 4),(10x, 4 le x le 5):}. Then:

f (x) is an even periodic function with period 10 In [0,5], f (x) = {{:(2x, 0le x lt2),(3x ^(2)-8,2 le x lt 4),(10x, 4 le x le 5):}. Then:

Draw the graph of the function f(x)=x^2 , x in R

Draw the graph of the function f(x)=abs[x]+1 , x in R

Let f be an even function defined on R. Suppose f is defined on [0,4] as follows: f(x) = {{:(3x, if, 0 le x lt 1),(4-x, if, 1 le x le 4):} and f satisfies the condition. f(x-2) = f{x + [(6x^(2) + 272)/(x^(2) + 2)]) AA x in R Where [x] = greatest integer le x . Then f(3271) +f(-2052) + f(806) =..............