- #1
pivoxa15
- 2,255
- 1
Is
f(t)= {0, -2<t<0
{t, 0<=t<2
continous everywhere in -2<t<2. I am a bit concerned at t=0
I think yes, after applying the epsilon delta argument but I rememer that a similar function
f(t) = {-t, -2<t<0
{t, 0<=t<2
is not differentiable hence not continuous at t=0.
Have I made a mistake somwhere?
f(t)= {0, -2<t<0
{t, 0<=t<2
continous everywhere in -2<t<2. I am a bit concerned at t=0
I think yes, after applying the epsilon delta argument but I rememer that a similar function
f(t) = {-t, -2<t<0
{t, 0<=t<2
is not differentiable hence not continuous at t=0.
Have I made a mistake somwhere?
Last edited: