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8/16/2019 Praktikum Pertumbuhan Dan Mortalitas
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kelompok umur L(t) N
1 17.46 177.68
2 27.25 93.48
3 39.23 21.81
4 44.63 22.54
jumlah 128.57 315.51
bar kerja plot Ford-al!ord me"#kaj$a" pertumbuha" aktu %ama
& '
kelompok ukura" L(t) Lt1*
1 17.46 27.25 Lt+
2 27.25 39.23 maka ,-L"(b)
3 39.23 44.63 tot(a(1-b))
4 44.63
a 15.6
b .79 per%amaam Lt1 ,-l"(b) .24
7.21
2. Lembar kerja plot /ulla"d a"d 0olt aktu"'a beda
,-b
* +
kelompok umur pa"ja"# rata dLd L lope ,-b
1 17.46 9.79 22.355 -.26654 .26654
2 27.25 11.98 33.24
3 39.23 5.4 41.93
4 44.63
k koe%$
* a +
de"#a"
, -b
L-a,
Lt1 L(1-e-,)(Lt.e-,)
L(tt)
La(1-b)
L(a(1-b)
(L2-L1)(t2-t1), L-,L
L-ab
3. lot :o" ;ertala"
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kelompok umur pa"ja"# rata L ="ter>ept lope ,-b
+ *
1 17.46 .2597285 -.15391 .22688 -.22688
2 27.25 .4415875855
3 39.23 .7213979589
4 44.63 .878681357
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66.6875(1-e-.4227)(Lt.e-.4227)
="ter>ept
15.7746299625 -76.3336925
" pertumbuha"
L-a,
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L
6.7833853552
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7.2143
, .2414
to .
,olom ? ,olom ; ,olom @ ,olom A ,olom B ,olom F
L1-L2 N1 t(Lt) (t(L1L2)2)a b + *
7 - 9. 1. .435129 .13324128 .51196265 2.15872537
9 - 11. 4. .568334 .137629265 .63657687 3.369486543
11- 13. 11. .75963 .142358548 .77653769 4.347316925
13- 15. 24. .848321 .147424451 .921377983 5.924932582
15 - 17. 38. .995746 .152864247 1.7147356 5.5157911861
17 -19. 42. 1.14861 .15872918 1.2272159 5.5782774679
19 - 21. 33. 1.37331 .1654432 1.38931442 5.29848944
21 - 23. 2. 1.472375 .17189251 1.55743244 4.7566182142
23 - 25. 7. 1.644268 .179333719 1.73296452 3.6644176225 - 27. 8. 1.82362 .187448453 1.916265826 3.7536929291
27 - 29. 11. 2.115 .19633259 2.1853461 4.25848548
29 - 31. 14. 2.27383 .261758 2.39151519 4.2184474412
31-33 17. 2.413483 .216892145 2.5251287 4.3615684186
33 - 35. 16. 2.63375 .228876344 2.743233399 4.247162125
35 - 37. 15. 2.859252 .242262753 2.978612723 4.1257825885
37 - 39. 14. 3.11515 .257312844 3.228173755 3.996519977
39 - 41. 11. 3.358827 .274357438 3.49373559 3.6912187775
41 - 43. 1. 3.633185 .293821327 3.777491459 3.5273685215
43 - 45. 11. 3.9276 .316259217 4.82118928 3.54988367
45 - 47. 1. 4.243265 .34249534 4.41933924 3.3743328848
47 - 49. 1. 4.585675 .3732774 4.76811137 3.288185299
49 - 51. 11. 4.958952 .4126713 5.159982 3.2888421334
51 - 53. 2. 5.369219 .4554236 5.59666789 1.4797212424
53 - 55. 1. 5.824622 -5.82462171 1.963386888
a 6.123188784
b -.682473183
C .682473183
L ,olom @ t(L)to-((1,)Dl"(1-(LL)))
,olom A t tt(L1-L2)((1,)DL"((L-L1)(L-L2))
,olom B (t(L1L2)2)to-((1,)DL"((1-(L1L2)(2L)))
t l"((@(L1L2)t)
2
3
4
5
6
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1
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,olom / ,olomE 0
C
2.1796 7
1.64161 9
1.299252 11
1.62235 13
.888423 15
.75558 17
.65575 19
.565629 21
.495456 23.436511 25
.386299 27
.34312 29
.35311 31
.272179 33
.242835 35
.216662 37
.193174 39
.171977 41
.152752 43
.135236 45
.119211 47
.14494 49
.9931 51
.78392 53
C,D(L-L)L
@olum" F
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2 3 4 5 6
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76.33369
, .26654
to
,olom ? ,olom ; ,olom @ ,olom A ,olom B ,olom F ,olom /
L1-L2 N1 t(Lt) (t(L1L2)2)a b + * C
7 - 9. 1. .465433 .141639115 .535734633 1.954472913 2.46865
9 - 11. 4. .6772 .14591256 .679477595 3.311578952 1.54683
11- 13. 11. .752983 .154472 .82762155 4.29239554 1.22744
13- 15. 24. .9343 .155274985 .98444383 5.46114652 1.6779
15 - 17. 38. 1.5875 .1642312 1.138251456 5.4675266155 .844988
17 -19. 42. 1.219128 .165924367 1.31378828 5.5338928312 .721266
19 - 21. 33. 1.38552 .171816353 1.47197789 5.2578366517 .62359
21 - 23. 2. 1.556868 .178142243 1.64511997 4.7295256 .544519
23 - 25. 7. 1.73511 .18495187 1.826637 3.633571389 .479225 - 27. 8. 1.919963 .19232731 2.15158712 3.7281259665 .424332
27 - 29. 11. 2.112265 .2262253 2.2113651 4.6227788 .377592
29 - 31. 14. 2.312528 .289923 2.415854861 4.249127562 .337299
31-33 17. 2.521437 .21833676 2.629373826 4.354929982 .3225
33 - 35. 16. 2.739774 .228655548 2.85275855 4.2481272881 .271366
35 - 37. 15. 2.968429 .239998278 3.8694478 4.1351737314 .2445
37 - 39. 14. 3.28427 .252525354 3.3334295 4.1539535 .219688
39 - 41. 11. 3.46953 .266432536 3.59233556 3.725294868 .197824
41 - 43. 1. 3.727385 .281961259 3.866312484 3.56857693 .17893
43 - 45. 11. 4.9346 .299412775 4.156737495 3.638274113 .16198
45 - 47. 1. 4.38759 .319167918 4.465712282 3.444623188 .143894
47 - 49. 1. 4.627927 .341715245 4.79576991 3.3763625978 .128977
49 - 51. 11. 4.969642 .36769248 5.149996921 3.398447891 .115278
51 - 53. 2. 5.337334 .397945648 5.532217735 1.614587259 .12653
53 - 55. 1. 5.73528 -5.7352813 2.63468415 Brr52 .9981
a 5.61795
b -.48288
C .48288
L ,olom @ t(L)to-((1,)Dl"(1-(LL)))
,olom A t tt(L1-L2)((1,)DL"((L-L1)(L-L2))
,olom B (t(L1L2)2)to-((1,)DL"((1-(L1L2)2L))
t l"((@(L1L2)t)
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,olomE 0
L
7
9
11
13
15
17
19
21
2325
27
29
31
33
35
37
39
41
43
45
47
49
51
53
& '
.535734633 1.954473
.679477595 3.31158
.827621548 4.2924
.984443829 5.4611
1.138251456 5.467527
1.313788279 5.533893
1.471977889 5.257837
1.645119965 4.7295
1.82663697 3.63357
2.151587122 3.728126
2.2113658 4.623
C,D(L-L)L
2
3
4
5
6
@hart 2$tle
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2.415854861 4.24913
2.6293738261 4.35493
2.852758546 4.248127
3.86944779 4.135174
3.333429498 4.1531
3.59233556 3.72529
3.8663124836 3.5685714.1567374947 3.63827
4.4657122817 3.444623
4.795769911 3.376363
5.1499969213 3.39845
5.5322177346 1.614587
2.634684153
1 2 3
1
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4 5 6
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-6.783385
, -.22688
to
,olom ? ,olom ; ,olom @ ,olom A ,olom B ,olom F ,olom /
L1-L2 N1 t(Lt) (t(L1L2)2)a b + * C
7 - 9. 1. 31.2495 5.9726111 176.8416553 -1.78792119 .44674
9 - 11. 4. 37.22156 5.258593336 186.5171898 -.273569233 .39788
11- 13. 11. 42.4816 4.697549663 194.4463858 .858542484 .36679
13- 15. 24. 47.1777 4.244764696 21.1642857 1.732367443 .34527
15 - 17. 38. 51.42247 3.87164294 26.9923982 2.283972197 .32948
17 -19. 42. 55.29411 3.558849789 212.139968 2.4682322186 .31741
19 - 21. 33. 58.85296 3.292841965 216.7471716 2.34756553 .3788
21 - 23. 2. 62.1458 3.63849193 22.9187564 1.87662419 .317
23 - 25. 7. 65.2965 2.864645522 224.7294344 .8934655337 .2937925 - 27. 8. 68.743 2.689771469 228.2367116 1.89985373 .28844
27 - 29. 11. 7.7647 2.53525179 231.4853579 1.467691733 .28388
29 - 31. 14. 73.2991 2.397119927 234.519112 1.7647893434 .27995
31-33 17. 75.69622 2.273447798 237.342532 2.11915811 .27653
33 - 35. 16. 77.96966 2.16191315 24.22668 2.15952374 .27352
35 - 37. 15. 8.13158 2.681281 242.511216 1.98495821 .2785
37 - 39. 14. 82.19239 1.96874687 244.8846391 1.961664937 .26847
39 - 41. 11. 84.16113 1.88455554 247.1369368 1.764232676 .26634
41 - 43. 1. 86.4569 1.87271237 249.2797156 1.71766989 .26442
43 - 45. 11. 87.85296 1.73676765 251.3231344 1.8462674381 .26267
45 - 47. 1. 89.5894 1.67279527 253.2769 1.789594994 .2618
47 - 49. 1. 91.25932 1.69288126 255.1461 1.8267931693 .25962
49 - 51. 11. 92.86861 1.552594535 256.9398822 1.9579678479 .25829
51 - 53. 2. 94.4212 1.499759897 258.6635995 .2878421538 .2576
53 - 55. 1. 95.9296 -95.92961 229.715952 .25592
a
b
C
L ,olom @ t(L)to-((1,)Dl"(1-(LL)))
,olom A t tt(L1-L2)((1,)DL"((L-L1)(L-L2))
,olom B (t(L1L2)2)to-((1,)DL"((1-(L1L2)2L))
t l"((@(L1L2)t)
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,olomE 0
7.
9.
11.
13.
15.
17.
19.
21.
23. & '25. 176.8417 -1.78792
27. 186.5172 -.273569
29. 194.4464 .85854
31. 21.1643 1.732367
33. 26.9924 2.28397
35. 212.1391 2.468232
37. 216.7472 2.34757
39. 22.9188 1.8766
41. 224.7294 .893466
43. 228.2367 1.89985
45. 231.4854 1.467692
47. 234.519 1.764789
49. 237.3421 2.11916
51. 24.23 2.1595
53. 242.511 1.98495
244.8846 1.96166
247.1369 1.76423
249.2797 1.71767
251.3231 1.846267
253.276 1.789594
255.146 1.826793
256.9399 1.957968
258.6636 .287842
229.716
C,D(L-L)L
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Ford-al!ord /ulla"d a"d 0olt :o" ;ertala"
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4 5 6
lt
17 18 19 2 21 22 23 24 25 26 27
-2
-1
1
2
3
Von Bertalany