Suggestions for this self exam:
|
[A] |
Study the 6 rules for derivatives described in chapter 2. Each
of these rules applies to a particular "type" of function,
so you must identify the "type" of your function before
choosing a rule to differentiate it. |
|
[B] |
Keep your mouse arrow to the side as you think. If your browser
is NetScape 3.0+ or Internet Explorer 4.0+, when you have chosen the function
type, test your choice by moving the mouse arrow to the
proper button. For any browser, you may also click on the
proper button. |
| [1]
If f(x) = x2 + 2x - 5 , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [2]
If f(x) = -3(5x3 - 2x + 5) , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
[3]
If f(x) =  , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [4]
If f(x) = 5 , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [5]
If f(x) = |
(1 - 2x)2
(3x - 1)3 |
, then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [6]
If f(x) = (2x+1)(3x-2) , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [7]
If f(x) = x2 , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [8]
If f(x) = (x+1)(x-2) - (x+3)(x-5) , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [9]
If f(x) = |
x + 1
x - 1 |
, then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [10]
If f(x) = (1 + x2)4 , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
[11]
If f(x) =  , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [12]
If f(x) = 16x2 , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [13]
If f(x) = 3x-1 - 2x-2 + 2x-3 , then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
| [14]
If f(x) If f(x) = |
 |
(1 - 2x)2
(3x - 1)3 |
 |
3 |
, then what type is f ? |
|
Netscape 3.0+ or I. E. 4.0+ needed here |
|
