Question: Consider the differential equation 9xy + (6 + x)y' + ly =0 pt/9 and define the new special integral function K(x) = 12/3 dt, for

Consider the differential equation 9xy" + (6 + x)y' + ly =0 pt/9 and define the new special integral function K(x) = 12/3 dt, for which there exists no expression of in terms of elementary functions. Determine the value of A such that o(x) = Ce-"/K(x) is a solution to the above differential equation
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