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By considering the characteristic functions of the following boundary value problem dạy + uy = 0 dx2 for which y(0)=0 wh
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By considering the characteristic functions of the following boundary value problem dạy + uy = 0 dx2 for which y(0)=0 wh
By considering the characteristic functions of the following boundary value problem dạy + uy = 0 dx2 for which y(0)=0 when x=0 and a boy (L) + y(L) = 0 when x=L with a 2 0. Show dy dx that sin(x,x) sin(x,x)dx = 0 when and u2 are distinct positive solutions of the equation tan(ul) + au = 0
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