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athcalculus HELP: use your knowledge of the derivative to compute the limit given below: lim (x+h)^(12/12)-(x)^(12/12)/h h->0 the derivative that is being calculated is dy/dx

Mathematics
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isn't \(\frac{12}{12}=1\)
h/h = 1, limit of 1 as h -> 0 is 1
well it's square root

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dy/dx=12?
\[f \left( x \right)=\sqrt[12]{x ^{12}}= x, f'\left( x \right)=1 \text{ so the limit is }1\]
question: do you only find the derivative of the first number...ex^
f(x)
or the whole numerator?
the limit presented is the difference quotient of the function, which will give you the derivative or slope. the function resolves to f(x) = x, with domain, such that x >= 0. the derivative will be 1 for all x>0.
i still don't understand.... :/
for any problem if it's more than zero it = to 1...?
i tried to find the derivative of that and i got 12.
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oh i got it.....

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