
MATERI KAMIS, 7 MARET 2024
Presentation
•
Mathematics
•
12th Grade
•
Medium
Mastawiyah Mastawiyah
Used 15+ times
FREE Resource
11 Slides • 10 Questions
1
TURUNAN FUNGSI ALJABAR
MASTAWIYAH
2
3
4
5
INTEGRAL
MASTAWIYAH
6
1. Integral Tak Tentu
Integral merupakan kebalikan dari turunan. Integral disebut juga sebagai antiturunan
Integral Tak tentu
7
Notasi Integral
Integral Tak tentu
8
Rumus Integral Tak Tentu
Integral Tak tentu
9
Contoh 1
Integral Tak tentu
10
Contoh 2
Integral Tak tentu
11
Multiple Choice
Tentukan turunan ke-3 dari fungsi berikut ini:
f(x)=3x4−x3+2x+5
72x −1
72x−6
72x2−6
72x2−1
12
Multiple Choice
Tentukan integral x jika f′(x)=3x2 adalah...
3x3+C
2x3+C
x3+C
3x2+C
13
Multiple Choice
Hasil dari ∫(2x+3)2 dx = ...
34x3−3x2+9x+c
34x3+3x2+9x + c
34x3−6x2−9x+c
34x3+6x2+9x+c
43x3+6x2−9x+c
14
Multiple Choice
∫4x3+6x2+10 =...
x4+3x3+10 +c
x4+2x3+10x +c
12x3+12x2+10 +c
x4+3x3+10x+c
41x4+2x3+10+c
15
Multiple Choice
4x3+C
2x4+C
43x5+C
53x5+C
−53x5+C
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Contoh 3
Integral Tak Tentu
17
Multiple Choice
∫4x3+6x2+10 =...
x4+3x3+10 +c
x4+2x3+10x +c
12x3+12x2+10 +c
x4+3x3+10x+c
41x4+2x3+10+c
18
Multiple Choice
∫(54x3− 4x2+x24−7)dx = ...
51x4−34x3−4x−1−7x + c
51x4−34x3+4x−1−7x+c
51x4−34x3−4x−1−7+c
51x4−8x3−34x2−7x+c
512x4−8x3−4x−1−7x+c
19
Multiple Choice
Jika f(x)=4x2−3x+2 , maka nilai f′(1) adalah...
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5
6
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10
20
Multiple Choice
Turunan pertama dari f(x)=(4x2−5)(3x+2) adalah...
f′(x)=12x3+16x2−15x−10
f′(x)=12x3+8x2−15x−10
f′(x)=36x2+16x−15
f′(x)=36x2−16x+15
f′(x)=36x2+16x+15
21
Multiple Choice
∫( 2x - 3 )( 3x + 5 ) dx =....
3x3 + ½ x2 - 15x + C
3x3 - ½ x2 + 15x + C
2x3 + ½ x2 +15x + C
2x3 + ½ x2 - 15x + C
2x3 - ½ x2 +15x + C
TURUNAN FUNGSI ALJABAR
MASTAWIYAH
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