Diff EQ's x'=x^2+t
I am trying to figure out if that given equation has no solution / one solution / or infinitely many
would we multiply it all by x^-1? i vaguely recall something about those powers
It's not separable because the unknown function is squared so does it have no solution?
id assume solvable; but the wolf would have a more definitive answer
I put it in the wolfram and it gave me a very large and complex answer haha
then its at least soluable :)
is the J similar to a U substitution from calc?
true :)
the bessel is the power thing I was trying to remember; there is a substitution that goes on that I cant quite recall at the moment
Okay, we are in the first week of classes so I don't think we are suppose to know that by now and if we are - i'm in for a rude awakening
I'll put solvable but we don't know how yet, haha
that would work for me lol
thanks for the help!
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