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Mathematical function of small college entrance examination
Deduce f' (x) = x 2-2x-3, let f'(x)=0, and get x =-1, x = 3;; ;

When x

When-1

When x>3 point f '(x)> 0, the function increases monotonically.

Let's discuss the range of t by classification. When t+4

When -5

When-1

When t >; =3, and the minimum value is f (t);

This is my personal understanding, I hope I can help you.