DEGREE of an equation is defined as the power of the HIGHEST derivative present in the equation. Hence from the equation, (( frac{ ^2 U}{ x y})^5+ frac{ ^2 u}{ y^2}+ frac{ u}{ x}=x^2-y^3 ), the degree is 5. "> DEGREE of an equation is defined as the power of the HIGHEST derivative present in the equation. Hence from the equation, (( frac{ ^2 U}{ x y})^5+ frac{ ^2 u}{ y^2}+ frac{ u}{ x}=x^2-y^3 ), the degree is 5. ">
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What is the degree of the non-homogeneous partial differential equation,
(( frac{ ^2 u}{ x y})^5+ frac{ ^2 u}{ y^2}+ frac{ u}{ x}=x^2-y^3 )?

Partial Differential Equations Non-Homogeneous Linear PDE with Constant Coefficient in Partial Differential Equations 2 months ago

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DEGREE of an equation is defined as the power of the HIGHEST derivative present in the equation. Hence from the equation, (( frac{ ^2 U}{ x y})^5+ frac{ ^2 u}{ y^2}+ frac{ u}{ x}=x^2-y^3 ), the degree is 5.
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Posted on 14 Jul 2025, this text provides information on Partial Differential Equations related to Non-Homogeneous Linear PDE with Constant Coefficient in Partial Differential Equations. Please note that while accuracy is prioritized, the data presented might not be entirely correct or up-to-date. This information is offered for general knowledge and informational purposes only, and should not be considered as a substitute for professional advice.

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