WorksheetsINTEGRAL
Total questions: 29
Worksheet time: 35mins
∫4x3+6x2+10 =...
x4+3x3+10 +c
x4+2x3+10x +c
12x3+12x2+10 +c
x4+3x3+10x+c
41x4+2x3+10+c
∫(6x2+10x−7)dx = ...
2x3+5x2−7x+c
3x2+5x−7x+c
2x3+5x2−7+c
2x3+10x−7+c
∫ 2x53dx = ...
−2x63+c
2x43+c
8x33+c
−8x43+c
∫−22(10x4−6x−10)dx = ...
88
78
64
32
11
12
13
14
15
-5
-4
-3
2
3
∫(4x3−12x2+7x−3)dx=....
2x4−3x3+7x2−3x+c
x4−3x3+27x2−3x+c
x4−4x3+27x2−3x+c
21x4−3x3+27x2−3x+c
∫x5dx=....
27x7+c
72x7+c
2x77+c
7x72+c
∫(6x2+10x)dx=....
2x3+5x2+c
3x3+5x2+c
2x3+10x2+c
2x3−5x2+c
∫04(2x−3)dx=....
13
4
-4
5
∫−215x4dx=....
−31
−33
31
33
∫−215x4dx=....
−31
−33
31
33
∫03(x2−2x)dx=....
9
7
3
0
∫x46dx=....
x3−2+c
x3−3+c
−2x3+c
−3x3+c
∫4x3+6x2+10 =...
x4+3x3+10 +c
x4+2x3+10x +c
12x3+12x2+10 +c
x4+3x3+10x+c
41x4+2x3+10+c
∫dx=
C
x+C
∞
21x2+C
∫xndx=
n1xn+1+C
nxn+1+C
nxn−1+C
n+11xn+1+C
∫02(3x2−15x−18)dx=...
-58
-56
-28
-16
∫14(x2−2x+2)dx=...
18
16
14
12
Hasil dari∫ (−x2 +6x −8) dx
−31 x2 +3x −8x +C
−31x3 + 3x2 −8x +C
−31x2 + 6x +C
−21x3 +6x2 −8x +C
∫13 3x2 dx
8
26
10
28
∫5x4 − 3x2 dx
x5 − x4 +C
51x2 + 31x3 +C
x5 − x3 +C
51x3 + 31x2 +C
∫13 x2 + 2x dx
10
12
15
20
∫ 7 dx=
7x + c
7 / 2 x2+ c
4x+c
3x+c
∫ 2x3 dx =
1 / 2 x4 + c
x4+c
x2+x+c
x+c
∫ 8x3 - 3x2 + x + 5 dx=
2x4+3x3+c
3x2+c
4x2+ x+c
2x4 - x3 + 1 2 x2 + 5x + c
∫ (2x + 1)(x - 5) dx=
x3+x2+x+c
2 / 3 x3 + 9 / 2 x2 - 5x + c
1 / 3 x4+ 1 / 2 x +c
x2+c
tentukan hasil integral berikut
25
30
53
56
tentukan hasil integral berikut
10
12
6
13
