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n xn-1 f(xn-1) xn f(xn) |xn-xn-1| |f(xn)-f(xn-1)|
0.0000 1.0000 -1.0000 1.5000 0.8750 0.5000 1.8750
1.0000 1.5000 0.8750 1.2667 -0.2344 0.2333 1.1094
2.0000 1.2667 -0.2344 1.3160 -0.0370 0.0493 0.1973
3.0000 1.3160 -0.0370 1.3252 0.0021 0.0093 0.0392
4.0000 1.3252 0.0021 1.3247 0.0000 0.0005 0.0021
kalo pake kalkulator
1 1>shft>!"#>$
2 ans %ar persa&aan>shft>!"#>'
3 15>shft>!"#>
4 ans %ar persa&aan>shft>!"#>*
5 +unakan persa&aan %,aah untuk &en%apatkan nla n /an+ ,aru
-*((-$)(*-'))
1)( 1)) (
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akar persa&aan
krtera koner+en sesua %en+an epslon
ontoh +oal seek
1.324718 1.324718
7.77-015 7.77-015
) _(_ (_) 1)) )(_ ( (
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n xn f(xn) f:(xn) |xn-xn-1| |f(xn)|
0 1.5000 0.8750 5.7500 0.8750
1 1.3478 0.1007 4.4499 0.1522 0.1007
2 1.3252 0.0021 4.2685 0.0226 0.0021
3 1.3247 0.0000 4.2646 0.0005 0.0000
1) ( _ )) ; ))((_ ( (_
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no&er 2
eliminasi gauss
fb f(xn) 8 2 3
0.875 -0.296875 2 4 7
0.875 0.224609 3 7 3
0.224609 -0.051514 12 0.25 5
0.224609 0.082611
0.082611 0.014576
0.014576 -0.018711
0.014576 -0.002128
0.014576 0.006209
0.006209 0.002037
0.002037 -4.7-005
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12 1 25
0.25 1 13.25
5 1 18
2 1 19.25
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=aktu a?u @ertu&,uhan @A!BC
&ent +&ent =aktu
0 0 &ent
1 4
2 10 0
3 16 1
4 23 25 28 3
6 32 4
7 35 5
8 37 6
10 40 7
12 42 8
14 42.75 10
12
Ffaktor pen+al % @@ selsh x (se,a+atn++) F / 14
luas total
"A$@!CGH
=aktu a?u @ertu&,uhan
&ent +&ent tn++ trapesu& 1
I $A$
0 0 0 0
1 4 1 1
2 10 2 2
3 16 3 3
4 23 4 4
5 28 5 5
6 32 6 6
7 35 7 7
8 37 8 8
10 40
12 42 tn++ trapesu& 2
14 42.75 $A$
8 8
9 10
10 12
11 14
!CH@!#D
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=aktu a?u @ertu&,uhan
&ent +&ent ?u&lah panel 14
I le,ar panel 1
0 0 $A$
1 4 0 0
2 10 1 1
3 16 2 24 23 3 3
5 28 4 4
6 32 5 5
7 35 6 6
8 37 7 7
9 38.6 8 8
10 40 9 9
11 41.15 0 10
12 42 11 11
13 42.45 12 12
14 42.75 13 13
14 14
0 1 2 3 4 5 6 7 8 9 10 11
!&pson
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@$DE$DB oerest&ate a%a 11 ,a+an @A!BC @$DE$DB
a?u @ertu&,uhan =aktu a?u @ertu
+&ent &ent +&ent
I faktor pen+al.I G$! I
0 0 0
4 1x4 4 1 4
10 1x10 10 2 1016 1x16 16 3 16
23 1x23 23 4 23
28 1x28 28 5 28
32 1x32 32 6 32
35 1x35 35 7 35
37 1x37 37 8 37
40 2x40 80 10 40
42 2x42 84 12 42
42.75 2x4275 85.5 14 42.75
total 434.5
ura &en++unakan &eto%e perse+ pan?an+ luas total
I faktor pen+al haslI.faktor pen+al
0 0 0
4 1 4
10 2 20
16 2 32
23 2 46
28 2 56
32 2 64
35 2 70
37 1 37
total 329 hasln/a-> 164.5
pake ru&us trapesu& (?u&lah %u
I faktor pen+al
37 1 37
40 2 80 total kesel
42 2 84
42.75 1 42.75
total 243.75 hasln/a-> 243.75
pake ru&us trapesu&
0 1 20
10
20
30
40
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h(14-0)14
h(,-a)n 1.0000
I Jaktor @en+al I.J@
0 1
4 4 16
10 2 2016 4 64
23 2 46
28 4 112
32 2 64
35 4 140
37 2 74
38.6 4 154.4
40 2 80
41.15 4 164.6
42 2 84
42.45 4 169.8
42.75 1 42.75
total 1231.55
K luas (h3)xtotal 410.5167
12 13 14 15
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0 1 2 3 4
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un%erest&ate a%a 10 ,a+an @@ oerest&ate
,uhan 434.5
I.faktor pen+al G$!
trapesu& le,h akura
4x1 4 s&pson le,h akurat
10x1 1016x1 16
23x1 23
28x1 28
32x1 32
35x1 35
37x2 74
40x2 80
42x2 84
4275x0 0
total 386
ura &en++unakan &eto%e perse+ pan?an+
a ss se?a?ar %kal tn++ ,a+ 2)
ruhan 408.25
0 1 2 3 40
5
10
15
20
25
30
35
40
45
3 4 5 6 7 8 9
"rapesu& (tn++ 3 1)
0 2 4 6 80
10
20
30
40
50
"rapesu& (tn+
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!&pson
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5 6 7 8 9 10 11 12 13
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@@ un%erest&ate trapesu& s&pson
386 408.25 410.5167
t %,an%n+ perse+ pan?an+
,an%n+ trapesu&
6 7 8 9 10 11 12 13 14 15
@erse+ @an?an+
10 12 14 16
3 2)
0 1 2 3 4
0
5
10
15
20
25
30
35
40
45
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14 15
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5 6 7 8 9 10 11 12 13 14 15
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