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what is the relationship between Newton quotient and the limit definition of derivative?
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Bad question
:P
I dont see the difference between the 2 tbqh
I just looked up Newton's Quotient on Wikipedia. The Newton's Quotient is just a special name for that fraction in the limit definition of a derivative.
(Being honest there.)
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Well with the definition of derivative we find the limit as h-the difference approaches 0 where with the difference quotient the difference will not necessarily be infinitesmal
\[f'(x) = \rm \lim_{h \to 0}Newton's~ Quotient\]
That's probably all.
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