Find
and
, where f(x) =
Find
and
, where f(x) =
and
, where f(x) =
Limit as x → 0
where have f(x) = ![]()
For x > 0
Right hand limit =
= ![]()
= 3(0 + 1) = 3
For x < 0,
Left hand limit =
= ![]()
= 2(0) + 3 = 3
As
=
We have
=3
Now, limit as x → 1
For x > 1,
Right hand limit = ![]()
= ![]()
= 3(1 + 1) = 6
For x < 1,
Left hand limit =
= ![]()
= 2(-1) + 3 = 1
As
≠ ![]()
does not exist.
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where f(x) =
where f(x) =