Question

11+x²,
, OSxsi
, does Lt f(x) exist?
?
2x
22.) If (x)
, * >1
(11) If f(x) =
x + 1, if x > 0
x-1, if x so'
show that Lt f(x) does not exist.
χ
1
2
23. Let f(x) =
05x<
0, x=
, x = 2 , show that Lt f(x) does not exist.
1
<x< 1
2.
1
2
X - 1
24. Let f be defined by f(x) =
3 x – 1 , x < 0
0 , x = 0. Evaluate
| 2x + 5 x > 0
/
(i) Lt f(x)
(ii)
Lt f(x).
x2
x - 3
Does Lt f(x) exist? If no, explain.
x 0
25. Find k so that Lt f(x) may exist where f(x) =
, {4x - 5, xs 2
\x-k, x > 2
x2​

Answer 1

Answer:

is the question is correct

I think it is ilogical questions