Subject: Constant of integration (Was Re: sqrt(x)*sqrt(x))
From: Rich Hennessy
Date: Sat, 12 Feb 2011 11:15:05 -0500
I did not say this right. Let me try again.
"there are two definitions of sqrt. The one that you are using is that
'sqrt(x) is the positive real number y such that y^2 = x'".
Well not exactly. I was using this definition.
When x >= 0 the sqrt(x) = some positive real number y such that y^2 = x
When x<0 then the sqrt(x) is an imaginary number (y * %i) such that (y*%i)^2
= x where y is a real number and y > 0.
It is a special case. If it causes problems then it is something I have not
seen yet. I don't see anything wrong with this special case definition.
I think I do know what the real problem is, I am just a total klutz.
I don't know what I am talking about. I don't even know why this definition
is wrong.
I should go do homework or something else.
Sorry,
Rich