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Find the Second Derivative Of y=y23x4+4y=y^{2}-3 x^{4}+4
A) y=72x2y36x2288x6(12y)3y^{\prime \prime}=\frac{72 x^{2} y-36 x^{2}-288 x^{6}}{(1-2 y)^{3}}

Question 12

Multiple Choice

Find the second derivative of y=y23x4+4y=y^{2}-3 x^{4}+4 .


A) y=72x2y36x2288x6(12y) 3y^{\prime \prime}=\frac{72 x^{2} y-36 x^{2}-288 x^{6}}{(1-2 y) ^{3}}
B) y=(72x2y36x2) (12y) 288x6(12y) 2y^{\prime \prime}=\frac{\left(72 x^{2} y-36 x^{2}\right) (1-2 y) -288 x^{6}}{(1-2 y) ^{2}}
C) y=(12y) (36x2y18x2) (12y) 3y^{\prime \prime}=\frac{(1-2 y) \left(36 x^{2} y-18 x^{2}\right) }{(1-2 y) ^{3}}
D) y=(72x2y36x2) (12y) 288x6(12y) 3y^{\prime \prime}=\frac{\left(72 x^{2} y-36 x^{2}\right) (1-2 y) -288 x^{6}}{(1-2 y) ^{3}}

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