
Teorema Sisa dan teorema Faktor
Presentation
•
Mathematics
•
11th Grade
•
Easy
Ratri Romadhona
Used 8+ times
FREE Resource
11 Slides • 9 Questions
1
By Ratri Romadhona
Ibu Ratri
2
Open Ended
Apa kabar kalian hari ini?
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10
Multiple Choice
6x3+7x2+px−24 habis dibagi 2x−3 maka nilai p yang memenuhi adalah ...
-24
-8
-9
9
24
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Multiple Choice
(x-1) merupakan salah satu faktor dari (x4 + 5x3 - 3x2 - 17x - 10).
Benar
Salah
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Multiple Choice
-1 merupakan faktor dari (4x3 - 7x - 3).
Benar
Salah
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Multiple Choice
Suatu polinomial yang salah satu faktornya adalah (x-a) akan mempunyai sisa yang sama dengan f(a) yang bernilai 0. Teorema di atas bernama?
Teorema sisa
Teorema faktor
Teorema polinomial
Teorema faktor tak bersisa
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Multiple Choice
Sisa yang diperoleh dari pembagian (3x4+7x3+8x2−2x−3) oleh (x+1) adalah …
−3
0
3
5
13
15
Multiple Choice
Sisa pembagian dari (−3x3−7x2+5x+4) oleh (x+3) adalah ...
−8
−7
0
7
8
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Multiple Choice
Suku banyak (2x2+5x+1) dibagi (2x−3) , hasil bagi dan sisanya berturut-turut adalah ...
x+4 , sisa 13
x+4 , sisa -13
x−4 , sisa 13
x−4 , sisa -13
−x−4 , sisa 13
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By Ratri Romadhona
Ibu Ratri
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