Consider the differential equation for the function y,
T^2=16y² + t y+4t², t ≥ 1.
Transform the differential equation above for y into a separable equation for v(t) = Y(t)/t you should get an equation v' = f(t,v). t
v' (t) = _____________Σ
Note: In your answer type v for u(t), and t for t.
Find an implicit expression of all solutions y of the differential equation above, in the form y(t, v) = c, where c collects all constant terms. (So, do not include any c in your answer.)
Ψ (t,v) =_________ Σ