(a) Construct a linear first-order differential equation of the form is its general...

(a) Construct a linear first-order differential equation of the form is its general solution. Give an interval I of definition of this solution.

(b) Give an initial condition y(x0) = y0 for the DE found in part (a) so that the solution of the IVP is Repeat if the solution is Give an interval I of definition of each of these solutions. Graph the solution curves. Is there an initial-value problem whose solution is defined on

(c) Is each IVP found in part (b) unique? That is, can there be more than one IVP for which, say, x in some interval I, is the solution?