Consider the initial-value problem y' = 6y, y(0) = 1. The analytic solution is y(x) = e©x. (a) Approximate y(0.1) using one step and the fourth-order RK4 method. (Round your answer to six decimal places.) 1.821400 (b) Find a bound for the local truncation error in y,. (Round your answer to nine decimal places.) 0.000718800

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