yep, sorry about that.
My original problem was trying to find an inverse of y=e^x+x and so I differentiated it and got that equation. So far the closest I've gotten is y=ln(x-1) but then i realized that gave me 1=0, so that obviously doesn't work.
I started trying plugging different values...
Haha thanks, but I'm talking about an imaginary velocity, not an imaginary mass.
I'm asking what would happen if an object's mass became lower than its rest mass, and apparently it has an imaginary velocity. I'm asking if anyone has any idea what that means
So, according to my understanding,
m= m_o/√(1-(v^2/c^2 ))
gives the mass of an object in respect to the object's original mass and its velocity. I wondered what happened if the mass of an object became lower than the rest mass? [I have no idea how this would happen, but it was a, what if...