9. Integration Flashcards
1
Q
How to integrate
A
- increase the power by one
- divide by the new power
2
Q
A
3
Q
A
4
Q
A
5
Q
A
6
Q
A
7
Q
A
8
Q
A
9
Q
A
10
Q
A
11
Q
A
12
Q
A
13
Q
A
14
Q
A
15
Q
A
16
Q
A
17
Q
What does it mean to solve a differential equation
A
Answer in the form y = , or f(x) =
18
Q
Differential equation form
A
Equations in the form dy/fx = , or f(x)=
19
Q
General equation vs particular equation
A
General equation has ‘c’
Particular equation has the known value of c
21
Q
A
22
Q
A
23
Q
A
24
Q
A
25
Q
A
26
27
Area under a curve equation
28
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31
32
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34
35
Integer = 4
36
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40
41
Area between two curves equation
42
A (-2, 3). B (1, 3)
43
44
45
46
What to remember when working out area below x axis
It will be negative, just ignore
47
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52
