Approximate the value of f'(0.50) if f(x) = 5ln(3x) + 6cos(3-7x) Using Centered Differencing. h = 0.001 O-10.13569485 0-

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answerhappygod
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Approximate the value of f'(0.50) if f(x) = 5ln(3x) + 6cos(3-7x) Using Centered Differencing. h = 0.001 O-10.13569485 0-

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Approximate The Value Of F 0 50 If F X 5ln 3x 6cos 3 7x Using Centered Differencing H 0 001 O 10 13569485 0 1
Approximate The Value Of F 0 50 If F X 5ln 3x 6cos 3 7x Using Centered Differencing H 0 001 O 10 13569485 0 1 (17.49 KiB) Viewed 44 times
Approximate The Value Of F 0 50 If F X 5ln 3x 6cos 3 7x Using Centered Differencing H 0 001 O 10 13569485 0 2
Approximate The Value Of F 0 50 If F X 5ln 3x 6cos 3 7x Using Centered Differencing H 0 001 O 10 13569485 0 2 (19.3 KiB) Viewed 44 times
Approximate the value of f'(0.50) if f(x) = 5ln(3x) + 6cos(3-7x) Using Centered Differencing. h = 0.001 O-10.13569485 0-9.996690716 O-10.27469898 11 35089814
Approximate the value of f'(4.645) if f(x) = In (3x)+sin(5x-4) -3 Using Centered Differencing. h = 0.002 4.86693212 O4.876145534 O-4629511341 -4.673166844
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