If F(x,y) is defined as F(x,y)=xy-(2x²-1) +(5+y²)³ a- Use the backward difference approximation of the second derivative

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answerhappygod
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If F(x,y) is defined as F(x,y)=xy-(2x²-1) +(5+y²)³ a- Use the backward difference approximation of the second derivative

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If F X Y Is Defined As F X Y Xy 2x 1 5 Y A Use The Backward Difference Approximation Of The Second Derivative 1
If F X Y Is Defined As F X Y Xy 2x 1 5 Y A Use The Backward Difference Approximation Of The Second Derivative 1 (30.87 KiB) Viewed 24 times
If F(x,y) is defined as F(x,y)=xy-(2x²-1) +(5+y²)³ a- Use the backward difference approximation of the second derivative to calculate the second derivative of F(x) at x=2. Note that y is a constant and have a value of 1. Use a step size of 0.5. b- What's the absolute relative true error of (a)? c-Use the central difference scheme of the first derivative to calculate the derivative of F(y) at y-2. Note that is a constant and have a value of 2.Use a step size of 1. d-What's the absolute relative true error of (c)?
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