Скачать или смотреть Example 08:- Homogeneous Functions Euler's Theorem

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If u = sin-1((x + y)/(√(x) + √(y)))

Prove that x ^ 2 U xx +2 xy U xy +U yy =( -sin u * cos 2u)/ (4cos^ 3 u)
OR
x^2* (δ^2u)/((δx)^2)+ 2xy(δ^2u)/((δx*δy)+y^2 *(δ^2u)/((δy)^2)= (- sin u * cos 2u)/(4cos^3 u)


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