Create assignment, 93205, Exam 1, Sep 29 at 8:18 pm
1
This
printout
should
have
18
questions.
Multiplechoice questions may continue on
the next column or page – fnd all choices
beFore answering.
The due time is Central
time.
Version 199
CalC2e03b
48:04, calculus3, multiple choice,
>
1 min,
normal.
001
Below is the graph oF a Function
f
.
2
4
6

2

4

6
2
4

2

4
Use this graph to determine all the values oF
x
at which
f
Fails to be continuous on (

8
,
8).
1.
x
=

4
,
1
,
6
2.
x
=

4
,
1
3.
x
=

4
,
6
4.
f
is continuous everywhere
5.
x
= 1
,
6
CalC2e40a
48:04, calculus3, multiple choice,
>
1 min,
wordingvariable.
002
IF the Function
f
defned by
f
(
x
) =
‰
cx
+ 5
,
x <
2
,
x
2

3
,
x
≥
2
,
is continuous everywhere on (
∞
,
∞
), what
is the value oF
f
(1)?
1.
f
(1) = 6
2.
f
(1) = 7
3.
f
(1) = 3
4.
f
(1) = 5
5.
f
(1) = 4
CalC2b26s
48:02, calculus3, multiple choice,
>
1 min,
normal.
003
Determine
lim
x
→
0
x

1
x
2
(
x
+ 8)
.
1.
limit =
∞
2.
none oF these
3.
limit = 0
4.
limit = 1
5.
limit =

1
8
6.
limit =
∞
CalC2b07a
48:02, calculus3, multiple choice,
>
1 min,
wordingvariable.
004
Below is the graph oF a Function
y
=
f
(
x
)