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The true value of its derivative at x=0.5 is ′ (0.5) = −0.9125. Use backward, forward, and centered first finite differences to estimate the derivative numerically if the step size ∆xx = 0.25, and determine the percent error between the true value and each of the estimated values (percent error is negligible).
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The true value of its derivative at x=0.5 is ′ (0.5) = −0.9125. Use backward, forward, and centered...
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