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Find the fixed point(s) of \[f(x) = -2x(x-1).\]
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may be x=0.1
how did you get that?
i think u need when f(x)=0
solve f(x)=x
The definition of fixed point being used here is a point that does not change on repeated compositions. Or as watchmath said f(x) = x :)
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-2x(x-1)=x x(-2x+2)=x x(-2x+1)=0 x=0 or x=1/2.
Great!
watchmath can u tell me why we are doing f(x)=x
That is the definition of fixed point. c is a fixed point if f(c)=c.
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ok...thanks..
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