Given that a curve has the equation ${{x}^{{{ an }^{-1}}x}}={{y}^{x+1}}$ where $x0$ and $y0$, usi

Question

Given that a curve has the equation ${{x}^{{{	an }^{-1}}x}}={{y}^{x+1}}$ where $x>0$ and $y>0$, using a non-calculator method, find the exact gradient of the curve at the point where $x=1$. [5]

Accepted Answer

$\dfrac{\pi}{8}$

2025 RI Techniques of Differentiation Assignment 6A Q3

2025 RI Techniques of Differentiation Assignment 6A Q3

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