d'y Solve x dx dy +12y=x log x+x dx
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- Find the First Derivative: y=log10(5x+3/5x-4)solve for x(s) of the differential eq.The total number of reported cases of an illness in a large city days after the start of an outbreak is modeled by the function y = F(t) that is a solution to the logistic differential equation dy/dt= (1/5600)y(1400-y). If there are 5 reported cases of the illness initially, what is the limiting value for the total number of reported cases of the illness as t increases?
