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Use differentials to estimate the value indicated: 1001^(1/3)
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So f(1001)~f(1000)+f'(1000)*(?)
function is \[f(x)=\sqrt[3]{1000+x}\] linearize that one, replace \(x\) by 1
The question mark is where I'm stuck. What do I multiple derivative by?
equation of line tangent to the curve at the point \((1000,10)\) is \[y-10=m(x-1000)\] and you find \(m\) by taking the derivative and replacing \(x\) by 1000
or better yet, use the function i wrote and the point \((0,10)\)
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