Soli Deo Gloria
Penyelesaian :1. F(x) = 5x3-2px2+3x-3p = 283 = 5(3)3-3p(3)2+3(3) – 3p = 135-18p+9 -3p = 144-21p = 283 21p = 283-144 = 139 P = 139/21 = 6,192. F(x) = 4x4+5x-3x+10Q(x) = (2x2+x-1) = (x+1)(2x-1)Q1 = x+1 => x = -1Q2 = 2x-1 => x = 1/2 # 4x4 + 0x3 + 0x2 + 5x – 3x + 10 4 0 0 5 -3 10 x= -1 -4 4 -4 -1 4 + 4 -4 4 1 -4 14 = s1# x= 1/2 2 -1 1,5 1,25 4 -2 3 2,5 -2,75 = S2H(x) = 4x2 – 2x + 3 S(x) = Q1 X S2 + S1 = (x+1) -2,75 + 14 = -2,75x - 2,75 + 14 = -2,75x - 11,25
Penyelesaian :1. F(x) = 5x3-2px2+3x-3p = 283= 5(3)3-3p(3)2+3(3) – 3p= 135-18p+9 -3p= 144-21p = 28321p = 283-144 = 139P = 139/21 = 6,192. F(x) = 4x4+5x-3x+10Q(x) = (2x2+x-1)= (x+1)(2x-1)Q1 = x+1 => x = -1Q2 = 2x-1 => x = 1/2# 4x4 + 0x3 + 0x2 + 5x – 3x + 104 0 0 5 -3 10x= -1 -4 4 -4 -1 4 +4 -4 4 1 -4 14 = s1# x= 1/2 2 -1 1,5 1,254 -2 3 2,5 -2,75 = S2H(x) = 4x2 – 2x + 3S(x) = Q1 X S2 + S1= (x+1) -2,75 + 14= -2,75x - 2,75 + 14= -2,75x - 11,25
Penyelesaian :1. F(x) = 5x3-2px2+3x-3p = 283= 5(3)3-3p(3)2+3(3) – 3p= 135-18p+9 -3p= 144-21p = 28321p = 283-144 = 139P = 139/21 = 6,192. F(x) = 4x4+5x-3x+10Q(x) = (2x2+x-1)= (x+1)(2x-1)Q1 = x+1 => x = -1Q2 = 2x-1 => x = 1/2 # 4x4 + 0x3 + 0x2 + 5x – 3x + 104 0 0 5 -3 10 x= -1 -4 4 -4 -1 4 + 4 -4 4 1 -4 14 = s1# x= 1/2 2 -1 1,5 1,25 4 -2 3 2,5 -2,75 = S2H(x) = 4x2 – 2x + 3 S(x) = Q1 X S2 + S1= (x+1) -2,75 + 14= -2,75x - 2,75 + 14= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25
Penyelesaian :
BalasHapus1. F(x) = 5x3-2px2+3x-3p = 283
= 5(3)3-3p(3)2+3(3) – 3p
= 135-18p+9 -3p
= 144-21p = 283
21p = 283-144 = 139
P = 139/21 = 6,19
2. F(x) = 4x4+5x-3x+10
Q(x) = (2x2+x-1)
= (x+1)(2x-1)
Q1 = x+1 => x = -1
Q2 = 2x-1 => x = 1/2
# 4x4 + 0x3 + 0x2 + 5x – 3x + 10
4 0 0 5 -3 10
x= -1 -4 4 -4 -1 4 +
4 -4 4 1 -4 14 = s1
# x= 1/2 2 -1 1,5 1,25
4 -2 3 2,5 -2,75 = S2
H(x) = 4x2 – 2x + 3
S(x) = Q1 X S2 + S1
= (x+1) -2,75 + 14
= -2,75x - 2,75 + 14
= -2,75x - 11,25