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Note: To find the fix points of a function means to find when the input values equal the output values. Since the equation y=x is purely a one-to-one function, to find any fixed points for any function, we set that function equal to x and solve.
Q1. Find the fixed points of f(x)=∛x
Q2. Find the fixed points of h(x)=x^2−3x
Q3. Find the fixed points of the second iterate of g(x)=x^2−1