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Integration
∫ x
n
dx =
x
n+1
+ c
n+1
Examples:
∫ x
3
dx =
x
4
+ c
4
∫ x
2
dx =
x
3
+ c
3
∫ x
1
dx =
x
2
+ c
2
∫ x
dx =
x
2
+ c
2
∫ ax
n
dx =
ax
n+1
+ c
n+1
Examples:
∫ 2x
3
dx =
2x
4
+ c
4
∫ 5x
2
dx =
5x
3
+ c
3
∫ 8x
1
dx =
8x
2
+ c
2
∫ 8x
dx =
8x
2
+ c
2
∫ n
dx = nx + c
Examples:
∫ 5
dx = 5x + c
∫ 4
dx = 4x + c
∫ 3
dx = 3x + c
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