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Let f : R-1, 1 and f (x) = cos a; where f is not invertible function. Its domain is restricted to [-T, 0]

Let f : R-1, 1 and f (x) = cos a; where f is not invertible function. Its domain is restricted to [-T, 0] so that it is invertible, then f1:(-1, 1] (-a, 0] is the inverse mapping. The value of - (f1 (cos 10)) has it's integral part equal to Backspace 7 8 9 4 5 6 1

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