"Semester 1"
A. Memfaktorkan.
Contoh:
a b c
1. x² + 5x + 6 = 0
(x+2)(x+3)=0
x+2=0 v x+3=0
x=-2 v x=-3
6 ➡ 2x3=5
➡ 1x6=7
➡ -2x-3=-5
➡ -1x-6=-7
Hp: {-3,-2}.
A. Memfaktorkan.
Contoh:
a b c
1. x² + 5x + 6 = 0
(x+2)(x+3)=0
x+2=0 v x+3=0
x=-2 v x=-3
6 ➡ 2x3=5
➡ 1x6=7
➡ -2x-3=-5
➡ -1x-6=-7
Hp: {-3,-2}.
2. x² + 6x + 8 = 0
(x+2)(x+4)=0
x+2=0 v x+4=0
x=-2 v x=-4
(x+2)(x+4)=0
x+2=0 v x+4=0
x=-2 v x=-4
8 ➡ 2x4=6
➡ 1x8=9
➡ -2x-4=-6
➡ -1x-8=-9
Hp: {-4,-2}.
➡ 1x8=9
➡ -2x-4=-6
➡ -1x-8=-9
Hp: {-4,-2}.
3. x² - 10x + 9 = 0
(x-1)(x-9)=0
x-1=0 v x-9=0
x=1 v x=9
(x-1)(x-9)=0
x-1=0 v x-9=0
x=1 v x=9
9 ➡ 3x3=6
➡ 1x9=10
➡ -3x-3= -6
➡ -1x-9=-10
Hp: {1,9}.
➡ 1x9=10
➡ -3x-3= -6
➡ -1x-9=-10
Hp: {1,9}.
4. 3x² - 5x - 12 = 0
Rumus : ( Ax+p)(Ax+q)=0
:A
Rumus : ( Ax+p)(Ax+q)=0
:A
(3x+4)(3x+9)=0
:3
(3x+4)3(3x+3)=0
3
(3x+4)(x+3)=0
3x+4=0 v x+3=0
3x=4 v x=-3
x=4/3
:3
(3x+4)3(3x+3)=0
3
(3x+4)(x+3)=0
3x+4=0 v x+3=0
3x=4 v x=-3
x=4/3
▶3x² dikali -12 = -36
-36 ➡ 6x-6=0
➡ 1x-36=35
➡ -1x-36 =35
➡ 2x-18=-16
➡ 4x-9=-5
➡ -4x-9=5
Hp : {-3,4/3}
-36 ➡ 6x-6=0
➡ 1x-36=35
➡ -1x-36 =35
➡ 2x-18=-16
➡ 4x-9=-5
➡ -4x-9=5
Hp : {-3,4/3}
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