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[" Let "f(x)=([a]^(2)-5[a]+4)x^(3)-(6{a}...

[" Let "f(x)=([a]^(2)-5[a]+4)x^(3)-(6{a}^(2)-5{a}+1)x-(tan x)],[times sgn x" be an even function for all "x in R" .Then the sum of "],[" all possible values of "a" is.(where [.] and "{-}" denote greatest "],[" integer function and fractional part function,respectively) "]

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Let f(x)=([a]^(2)-5[a]+4)x^(3)-(6{a}^(2)-5{a}+1)x-(tan x) xx sin x be an even function for all x in R . Then the sum of all possible values of a is (where [.] and {.} denote gretest integer function and fractional part function, respectively )

Let f(x)=([a]^(2)-5[a]+4)x^(3)-(6{a}^(2)-5{a}+1)x-(tan)x sin x be an even function for all x in R Then the sum of all possible values of a (where [.] and {.} denot greatest integer function and fractional part function,respectively).(a) (17)/(6) (b) (53)/(6) (c) (31)/(6) (d) (35)/(3)

Let f(x)=([a]^2-5[a]+4)x^3-(6{a}^2-5{a}+1)x-(tan)x sin x be an even function for all x in R Then the sum of all possible values of a (where [.] and {.} denot greatest integer function and fractional part function,respectively). (a) 17/6 (b) 53/6 (c) 31/6 (d) 35/3

Let f(x)=([a]^2-5[a]+4)x^3-(6{a}^2-5{a}+1)x-(tan)x sin x be an even function for all x in R Then the sum of all possible values of a (where [.] and {.} denot greatest integer function and fractional part function,respectively). (a) 17/6 (b) 53/6 (c) 31/6 (d) 35/3

Let f(x)=([a]^2-5[a]+4)x^3-(6{a}^2-5{a}+1)x-(tan)x sin x be an even function for all x in R Then the sum of all possible values of a (where [.] and {.} denot greatest integer function and fractional part function,respectively). (a) 17/6 (b) 53/6 (c) 31/6 (d) 35/3

Let f(x)=([a]^2-5[a]+4)x^3-(6{a}^2-5{a}+1)x-(tan)x sin x be an even function for all x in R Then the sum of all possible values of a (where [.] and {.} denot greatest integer function and fractional part function,respectively). (a) 17/6 (b) 53/6 (c) 31/6 (d) 35/3

Let f(x)=([a]^2-5[a]+4)x^3-(6{a}^2-5{a}+1)x-(tanx)xsgnx be an even function for all x in Rdot Then the sum of all possible values of a is (where [dot]a n d{dot} denote greatest integer function and fractional part function, respectively). (17)/6 (b) (53)/6 (c) (31)/3 (d) (35)/3

Solve 2[x]=x+{x},where [.] and {} denote the greatest integer function and the fractional part function, respectively.

Solve 2[x]=x+{x},where [.] and {} denote the greatest integer function and the fractional part function, respectively.