Derivative of X^4 + y^4 = a^2 ( x^2 - y^2 )
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Answered by
0
Answer:
jdjforhrik
Step-by-step explanation:
4'2(2'2:5!8'4:1?5!'5?"5"1(1"1!1
Answered by
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Answer:
dy/dx = (2a²x-4x³)/(4y³+2a²y).
Step-by-step explanation:
x⁴+y⁴ = a²(x²-y²)
Differentiating with respect to X,
4x³+4y³.dy/dx = a²(2x-2y.dy/dx)
4x³+4y³.dy/dx = 2a²x-2a²y.dy/dx
4y³.dy/dx+2a²y.dy/dx = 2a²x-4x³
dy/dx.(4y³+2a²y) = 2a²x-4x³
dy/dx = (2a²x-4x³)/(4y³+2a²y).
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