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Show that :(I) u = e^xsiny is a solution of Laplace's equation.
(ii) u = x^2+t^2 is a solution of the wave equation.
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Show that: (I) u = e^xsiny is a solution of Laplace's equation.
(ii) u = x^2+t^2 is a solution of the wave equation.
0 answers
Show that :(i) u=e^xsiny is a solution of Laplace's equation.
(ii) u= x^2+t^2 is a solution of the wave equation.
0 answers
Show that : (I) u = e^xsiny is a solution of Laplace's equation.
(ii) u= x^2+t^2 is a solution of the wave equation.
0 answers
Q.NO.3: Show that the function z=tan^-1(2xy/x^2-y^2)satisfies Laplace’s equation; then make the substitution
x=r cosθ, y= r
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