1. Given that the period of function y = f (x) is 2, when x ∈ [0,1], f (x) = x ^ 2, find the value of F (2007) 2. Given that the period of function y = f (x) is t, find the period of function y = f (AX + b) (a > 0)

1. Given that the period of function y = f (x) is 2, when x ∈ [0,1], f (x) = x ^ 2, find the value of F (2007) 2. Given that the period of function y = f (x) is t, find the period of function y = f (AX + b) (a > 0)

When x ∈ [0,1], f (x) = x ^ 2, f (1) = 1, f (2007) = f (2 * 1003 + 1) = f (1) = 12, the period of function y = f (x) is t, find the period of function y = f (AX + b) (a > 0), G (x) = f (AX + b) = f (AX + T + b) = f [a (x + T / a) + b] x '= x + T / A, G (x') = g (x), G (x) period T / A, y = f (AX +