Teorema Sisa Presentasi & Quis
Presentation
•
Mathematics
•
11th Grade
•
Practice Problem
•
Medium
Ismanurokim Ismanurokim
Used 9+ times
FREE Resource
4 Slides • 8 Questions
1
TEOREMA SISA
2
Suku Banyak f(x) dibagi (x-a) maka sisanya adalah f(a)
Θ Suku banyak f(x) dibagi (x-2) sisanya 5 --> f(2) = 5
Θ Suku banyak f(x) dibagi (x+7) sisanya 9 --> f(-7) = 9
Θ Suku banyak f(x) dibagi (2x-5) sisanya -12 --> f(5/2) = -12
Θ Suku banyak f(x) dibagi (3x+8) sisanya 10 --> f(-8/3) = 10
3
Multiple Choice
Suku banyak g(x) dibagi (x-10) meberikan sisa -4, pernyataan tersebut setara dengan
g(-10) = -4
g(-10) = 4
g(4) = -10
g(10) = -4
g(-4) = 10
4
Multiple Choice
Suku banyak g(x) dibagi (x+15) meberikan sisa 6, pernyataan tersebut setara dengan
g(15) = 6
g(-15) = 6
g(15) = -6
g(-15) = -6
g(-6) = 15
5
Multiple Choice
Suku banyak g(x) dibagi (5x+3) meberikan sisa -12, pernyataan tersebut setara dengan
g(-12) = 3/5
g(-12) = -3/5
g(3/5) = 12
g(-3/5) = 12
g(-3/5) = -12
6
Fill in the Blanks
Ada enam ekor sapi diangkut oleh sebuah truk, kemudian loncat satu ekor maka tersisa
7
Derajat sisa harus lebih kecil dari derajat pembagi
Δ Misal pembagi derajat 2 maka sisa maksimum berderajat 1. 🐎
Δ Misal Pembagi : ax2 + bx + c maka sisa yang mungkin px + q atau r
8
Multiple Select
Suku banyak f(x) dibagi ax3 + bx2 + cx + d, sisa yang mungkin terjadi :
px2 + qx + r
px5 + qx
px2 - r
qx + r
r
9
Suku banyak f(x) jika dibagi (x - 1) sisanya 6 dan jika dibagi (x + 3) sisanya -2.
tentukan sisanya jika dibagi oleh x2 + 2x -3.
10
Multiple Choice
Suku banyak f(x) dibagi oleh (x + 2) bersisa 14 dan jika dibagi oleh (x - 4)
bersisa - 4. Tentukan sisanya jika f(x)dibagi x2 – 2x - 8.
3x +21
3x + 20
5x +20
3x +26
5x - 20
11
Fill in the Blanks
Jika ada 1 kilo batu dan ada 1 kilo besi, ketika dijatuhkan menimpa kaki, mana yang lebih sakit?
12
Multiple Choice
Suku banyak f(x) dibagi oleh (x - 3)dan (x - 1) berturut-turut bersisa 2 dan 4,
sedangkan suku banyak g(x) dibagi oleh (x - 3) dan (x - 1) berturut-turut bersisa
-3 dan 1. Jika h(x) = f(x) . g(x), tentukan sisa jika h(x) dibagi x2 – 4x + 3
-3x + 6
-5x - 9
-5x + 9
3x - 9
-5x + 9
TEOREMA SISA
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