Consider the iterated sequence
(1) x_0,x_1 \equal{} f(x_0),\dots,x_{n \plus{} 1} \equal{} f(x_n),\dots,
where f(x) \equal{} 4x \minus{} x^2. Determine the points x0 of [0,1] for which (1) converges and find the limit of (1). limitreal analysisreal analysis unsolved