How to use implicit differentiation to find $\frac {d^2y} {dx^2} $ (calculus, derivatives, implicit differentiation, math) - Quora
![How was the second formula shown in image (d^2y/dx^2) derived? [From Riley, Hobson & Bence Mathematical Methods for Physics and Engineering, page 503, Legendre Linear Equations] : r/askmath How was the second formula shown in image (d^2y/dx^2) derived? [From Riley, Hobson & Bence Mathematical Methods for Physics and Engineering, page 503, Legendre Linear Equations] : r/askmath](https://i.redd.it/um6ebuhnlrh21.png)
How was the second formula shown in image (d^2y/dx^2) derived? [From Riley, Hobson & Bence Mathematical Methods for Physics and Engineering, page 503, Legendre Linear Equations] : r/askmath
![SOLVED: If 2 + y^3 - 2cy^2 = 33, find dy/dx in terms of x and y dy/dc = (2y^ 2-2x)/(3y^2-4xy) Using your answer for dy/dx, fill in the following table of approximate SOLVED: If 2 + y^3 - 2cy^2 = 33, find dy/dx in terms of x and y dy/dc = (2y^ 2-2x)/(3y^2-4xy) Using your answer for dy/dx, fill in the following table of approximate](https://cdn.numerade.com/ask_images/f93865064a8449ea8705364eb3e56c6a.jpg)