prove that asymtotes y=mx−((∂xφ_K )/φ_n ) k=n−1 cuts the curve Σ_(r=0) ^n φ


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Question Number 98470 by M±th+et+s last updated on 14/Jun/20

$p r o v e t h a t a s y m t o t e s$ $y = m x - \frac{\partial x ϕ_{K}}{ϕ_{n}}$ $k = n - 1$ $c u t s t h e c u r v e$ $\underset{r = 0}{\sum^{n}} ϕ_{r} (\frac{y}{x}) x^{r}$ $i n n (n - 1) p o i n t s$
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