Discontinuity? Asymptote? or What?
Consider the following graph of \( y=\sqrt{x} \)
What is happening at (0,0)?
Is \( x=0 \) an asymptote?
Is this a jump discontinuity at \( x=0 \)?
Point discontinuity?
Asymptote discontinuity?
Infinite Discontinuity?
Tangent?
Do we need a new term?
What do you think?