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3'. Section [1.4! problem 2? 2?. Starng with x = 1, do the iterates at" x) = % approach a number? What happens if you start withx=.50rx=4? 3. Section [1.4I problem 26 26. Let x} = 1 +3in(:r}. {a} What happens if you Start with I = 1 and repeatedly feed the output from f hack into f? {b} What happens if you Start with :r 2 and examjrle the iterates of f? 10. Section 1.3, problem In 12-17, use the IVT to verify each function has a root in the given interval(s). Then use the Bisec- tion Algorithm to narrow the location of that root to an interval of length less than or equal to 0.1. 12. f(x) = x2 - 2 on [0, 3]