Estimate root of function using bisection algorithm
Assume that f \in C[a,b] and f(a)f(b)<0.
i) Using Bisection algorithm, approximate root of f(x) = x-e^{-x} in [0,1] with accuracy 10^{-5}.
ii) Use result above to estimate area of region bounded by y = e^{-x} , y = x, and x = 0.
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Assume that f \in C[a,b] and f(a)f(b)<0. Using Bisection algorithm, estimate root of f(x) = x-e^{-x} in [0,1] with accuracy 10^{-5}.
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