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Consider f g and h are real-valued funct...

Consider f g and h are real-valued functions defined on R. Let `f(x)-f(-x)=0` for all `x in R`, `g(x) + g(-x)=0` for all `x in R` and `h (x) + h(-x)=0`` for `all x in R`. Also, f(1) = 0,f(4) = 2, f(3) = 6, g(1)=1, g(2)=4, g(3)=5, and h(1)=2, h(3)=5, h(6) = 3 The value of `f(g(h(1)))+g(h(f(-3)))+h(f(g(-1)))` is equal to

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