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WorksheetsUH Integral Tak Tentu
Total questions: 20
Worksheet time: 3600secs
Hasil dari ∫(2x+3)2dx=...
43x3+6x2−9x+c
34x3−6x2−9x+c
34x3+3x2+9c+c
34x3+6x2+9x+c
43x3−3x2−9x+c
∫x2dx
21x2+C
31x3+C
21x3+C
3x3+C
∫4x2dx
34x3+C
24x2+C
2x3+C
24x3+C
∫9dx
0+C
9x+C
29x2+C
x+C
A
B
C
D
E
∫(x2+x) dx=....
31x3+21x2+c
x3+x2+c
21x3+x2+c
31x3+x2+c
2x+1
∫(4x3−3x2+8x−1)dx=....
x4+x3+4x2−x+c
x4−x3+4x2−x+c
x4−x3−4x2−x+c
41x4−31x3+4x2−x+c
x4−x3+2x2−x+c
Nilai dari ∫xxdx adalah...
∫(x21−x31)dx=....
x23−x34+c
23x23−34x34+c
32x23−43x34+c
31x23−41x34+c
21x23−31x34+c
∫x5 dx = ...
72x3 x+ C
52x3x + C
5x4 + C
61x6 + C
5x4 + C
∫6x(3x2+5)5 dx = ...
31(3x2+5)5+ c
32(3x2+5)5 + c
61(3x2+5)6+ c
31(3x2+5)6+ c
32(3x2+5)6+ c
hasil dari integral berikut adalah . . . .
3x3-2x2+5x+C
3x3+2x2+5x+C
18x3-2x2+5x+C
18x3+2x2+5x+C
Hasil dari ∫(3x2+2x+3) dx adalah ….
23x3+2x2+3x+C
x3+x2+3x+C
x2+x+3+C
23x2+2x+3+C
x3+2x2+3x+C
Integral adalah invers (kebalikan) dari . . .
Limit
Turunan
Matriks
Logaritma
Program Linier
∫(8x3+12x2−4x+7)dx=...
8x4+12x3−4x2+7x+c
2x4+6x3−2x2+7x+c
4x4+6x3−2x2+7x+c
x4+x3−2x2+7x+c
2x4+4x3−2x2+7x+c
∫2x2+3x dx=....
32x3+23x2+c
32x3+3x2+c
32x3+6x2+c
4x3+3x2+c
6x3+6x2+c
∫(9x2−4x+5)dx=...
1/3x3−2x2+5x+c
3x3−2x2+5x+c
18x3−2x2+5x+c
18x3+2x2+5x+c
3x3+2x2+5x+c
Hitunglah ∫(4x2+12x+9) dx
4/3x3−3x2+9x+c
4/3x3+6x2−9x+c
4/3x3+3x2+9x+c
4/3x3+6x2+9x+c
4/3x3−6x2−9x+c
∫(8x3+12x2−4x+7)dx=...
8x4+12x3−4x2+7x+c
2x4+6x3−2x2+7x+c
4x4+6x3−2x2+7x+c
x4+x3−2x2+7x+c
2x4+4x3−2x2+7x+c
Hasil dari ∫(1 – 3x)5 dx adalah….
- 181(1−3x)6 +C
181(1−3x)6 +C
−181(1−3x)5
181(1−3x)5
81(1−3x)5
