It is known that the function f (x) is an odd function in the domain (- 2,2). The odd function in the interval [0,2] decreases monotonically in the interval [0,2] Solve the inequality f (x-1) + F (x ^ 2-1) < 0

It is known that the function f (x) is an odd function in the domain (- 2,2). The odd function in the interval [0,2] decreases monotonically in the interval [0,2] Solve the inequality f (x-1) + F (x ^ 2-1) < 0

The function f (x) is an odd function over the domain (- 2,2), f (0) = 0
Monotonically decreasing on the interval [0,2]. The graph shows that monotonically decreasing on (- 2,0)
So on (- 2,0), f (x) > 0. On interval [0,2], f (x)

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