Question: Find big - O relationship ( such as h = O ( epsi k ) ) that minimizes the sum of the floating point

Find big-O relationship (such as h = O(\epsi k)) that minimizes the sum of the floating point
error and the leading order truncation error for the first-order forward difference. Use this
to predict the minimal error (again as a power of \epsi ) achievable by the method in floating
point

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