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³√(8+h) - 2 Lim ----------- h→0 h I have to identify the f(x) and the "a" (the slope of a line tangent to f(x) at "a", which is in other words a tangent line to f(x) at (a, f(a) )
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This is using the \[\large\color{ slate }{\large {\bbox[5pt, yellow ,border:2px solid white ]{ \rm \lim_{h \rightarrow 0} f'(x)=\frac{f(x+h)-f(x)}{h} }}}\]
(8, 2)
how do I know what f(x) is ?
\[f \left( x \right)=\sqrt[3]{x}\]
and how does the 8 get there?
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a = 8
How do you do this? Do you like set an equation to solve ? I know how to simplify the limit, but I can't identify the f(x) and the "a" Or is it just one of those common sense questions, because then I guess I am just very stupid.
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