Problem
|
Answer
|
Comment
|
1 |
False |
do not forget about x=0 |
2 |
True |
|
3 |
True |
|
4 |
False |
Some horizontal lines may not intersect the graph. |
5 |
True |
The exponential function is defined for all real numbers. |
6 |
False |
Read the problem carefully! |
7 |
False |
Read the problem carefully! |
8 |
True |
|
9 |
True |
|
10 |
False |
Read the problem carefully! |
11 |
True |
The logarithm is an increasing function. |
12 |
False |
True only when ln x > 0, i.e., x > 1. |
13 |
True |
exp(x) > 0 for all real numbers x. |
14 |
True |
The exponential is an increasing function. |
15 |
True |
Worked in class. |
16 |
True |
|
17 |
False |
Read the problem carefully! |
18 |
True |
Use properties of logarithms. |
19 |
True |
|
20 |
True |
The key is that exp( g(x[0]) ) > 0. |
21 |
False |
Problem given on Quiz 3. |
22 |
False |
|
23 |
True |
|
24 |
False |
arcsin is defined only for x in [ -1, 1 ] |
25 |
True |
|
43 |
False |
This limit equals e |