Choose the best answer. Find the actual error when the first derivative of f (x) = sin(2x) at x = 1/8 is approximated by the following 3-point formula %3D 3f(x + h) – 2f(x) – f(x – h) f'(x) 4h with h...

Choose the best answer.<br>Find the actual error when the first derivative of f (x) = sin(2x) at x = 1/8 is approximated by<br>the following 3-point formula<br>%3D<br>3f(x + h) – 2f(x) – f(x – h)<br>f'(x)<br>4h<br>with h = 0.25.<br>O 0.0431<br>0.5544<br>O 0.2313<br>O 0.0343<br>

Extracted text: Choose the best answer. Find the actual error when the first derivative of f (x) = sin(2x) at x = 1/8 is approximated by the following 3-point formula %3D 3f(x + h) – 2f(x) – f(x – h) f'(x) 4h with h = 0.25. O 0.0431 0.5544 O 0.2313 O 0.0343

Jun 04, 2022

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Choose the best answer. Find the actual error when the first derivative of f (x) = sin(2x) at x = 1/8 is approximated by the following 3-point formula %3D 3f(x + h) – 2f(x) – f(x – h) f'(x) 4h with h...

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