Question: consider the simple nonlinear equation yy20 a find explicitly its...
Question details
Consider the simple nonlinear equation:
y'-y2=0
a) Find explicitly its general solution.
b) Find the particular solution corresponding to y(2)=0
c) Show that the constant function y(t)=0 is also a solution, and that it is not part of your answer from (a).
d) Find the particular solution corresponding to y(2)=0
I have worked up to part c, and found my particular solution for
y(2)=1 to be 
which I believe to be correct. What I do not understand is how to
find a second general solution based off y(t)=0, and another answer
for y(2) that is not 1, but 0. Thank you for any help.
Solution by an expert tutor
