Consider the initial value problem for the function y y′−3y1/2=0,y(0)=0,t⩾0. (a) Find a constant y1 solution of the initial value problem above. y1=? (b) Find an implicit expression for all nonzero solutions yy of the differential equation above, in the form ψ(t,y)=c, where cc collects all integration constants. ψ(t,y)=? (c) Find the explicit expression for a nonzero solution y of the initial value problem above y(t)=?
