find-the-second-derivative-d2ydx2-fracd2ydx2-using-implicit-differentiation-for-

Question

Find the second derivative using implicit differentiation for the equation:﻿3x2−2y2=6xy−4

$$3x^2$$ - $$2y^2 = 6xy - 4

3x2$$−2y2=6xy−4﻿

Accepted Answer

60(3x+2y)3\frac{60}{(3x + $$2y)^3$$}

Answer

15(3x+2y)3\frac{15}{$$(3x+2y)^3$$}

Answer

−15(3x+2y)3-\frac{15}{$$(3x+2y)^3$$}

Answer

−60(3x+2y)3-\frac{60}{(3x + $$2y)^3$$}

Find the second derivative using implicit differentiation for the equation:3x2−2y2=6xy−4 3x^2 - 2y^2 = 6xy - 4 3x2−2y2=6xy−4