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Let f(x)=−x3+x2−x+1 and g(x)={min(f(t)),0≤t≤x,0≤x≤1x−1,1<x≤2. Then the value of g(g(1)) so that g(g(x)) is continuous at x=1 is:

Answer» Let f(x)=x3+x2x+1 and g(x)={min(f(t)),0tx,0x1x1,1<x2. Then the value of g(g(1)) so that g(g(x)) is continuous at x=1 is:


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