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Linear approximation f(x)=12-x^2; a=2 f(2.1) Got the first parts equation is y=-4x+16 Second part f(2.1) = 7.6 How do I find percent error?
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sounds like you need to find the difference between the actual and approximation \[|\frac{actual-approximation}{actual} |\cdot 100 \%\]
So what's my aproximation that's the part I don't get ?
\[f(x)=12-x^2 \approx -4x+16 \text{ for values of x near a=2}\]
-4x+16 gives approximations 12-x^2 gives actuals
Oooo ok :) yay got it
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after all the line you found is called a linear approximation
to the function given
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