KLSE Composite Index Component (Index Linked)

Kuala Lumpur Stock Exchange (KLSE) index is consists of 100 biggest capitalization companies. Company capitalization is company number of listed share × it's closing price.

Index is count by following formula which I get it from the KLSE, Bursa Malaysia.

KLSE Index Components Stock On 2008.03.27

No. - Stock Code - Short Name - Company Name

1. 5185 - AFFIN - AFFIN HOLDINGS BHD
2. 5099 - AIRASIA - AIRASIA BHD
3. 2488 - AFG - ALLIANCE FINANCIAL GROP BHD
4. 1015 - AMMB - AMMB HOLDINGS BHD
5. 6556 - ANNJOO - ANN JOO RESOURCES BHD
6. 5076 - ASTRO - ASTRO ALL ASIA NETWORKS PLC
7. 1473 - BRDB - BANDAR RAYA DEVELOPMENTS BHD
8. 1562 - BJTOTO - BERJAYA SPORTS TOTO BHD
9. 2771 - BSTEAD - BOUSTEAD HOLDINGS BHD
10. 4162 - BAT - BRITISH AMERICAN TOBACCO (M) BHD
11. 1023 - COMMERZ - BUMIPUTRA-COMMERCE HOLDINGS BHD
12. 1818 - BURSA - BURSA MALAYSIA
13. 2836 - CARLSBG - CARLSBERG BREWERY MALAYSIA BHD
14. 7277 - DIALOG - DIALOG GROUP BHD
15. 6947 - DIGI - DIGI.COM BHD
16. 1619 - DRBHCOM - DRB-HICOM BHD
17. 3468 - E&OPROP - E&O PROPERTY DEVELOPMENT BHD
18. 5266 - EONCAP - EON CAPITAL BHD
19. 5398 - GAMUDA - GAMUDA BHD
20. 3182 - GENTING - GENTING BHD
21. 1503 - GUOCO - GUOCOLAND (MALAYSIA) BHD
22. 3034 - HAPSENG - HAP SENG CONSOLIDATED BHD
23. 5819 - HLBANK - HONG LEONG BANK BHD
24. 1597 - IGB - IGB CORPORATION BHD
25. 3336 - IJM - IJM CORPORATION BHD
26. 1961 - IOICORP - IOI CORPORATION BHD
27. 5122 - KENCANA - KENCANA PETROLEUM BHD
28. 3492 - KFC - KFC HOLDINGS (M) BHD
29. 5060 - KINSTEL - KINSTEL BHD
30. 5089 - KLCCP - KLCC PROPERTY HOLDINGS BHD
31. 7164 - KNM - KNM GROUP BHD
32. 2445 - KLK - KUALA LUMPUR KEPONG BHD
33. 2003 - KULIM KULIM (M) BHD
34. 5843 - KPS - KUMPULAN PERANGSANG SELANGOR BHD
35. 5097 - KURASIA - KURNIA ASIA BHD
36. 3794 - LMCEMNT - LAFARGE MALAYAN CEMENT BHD
37. 1642 - LANDMRK - LANDMARKS BHD
38. 6645 - LITRAK - LINGKARAN TRANS KOTA HOLDINGS BHD
39. 2011 - LINGUI - LINGUI DEVELOPMENT BHD
40. 2887 - LIONDIV - LION DIVERSIFIED HOLDINGS BHD
41. 4235 - LIONIND - LION INDUSTRIES CORPORATION BHD
42. 3735 - MAGNUM - MAGNUM CORPORATION BHD
43. 8583 - MAHSING - MAH SING GROUP BHD
44. 1155 - MAYBANK - MALAYAN BANKING BHD
45. 5014 - AIRPORT - MALAYSIA AIRPORT HOLDINGS BHD
46. 3786 - MAS - MALAYSIAN AIRLINE SYSTEM BHD
47. 5077 - MAYBULK - MALAYSIAN BULK CARRIERS BHD
48. 3867 - MPI - MALAYSIAN PACIFIC INDUSTRIES BHD
49. 1651 - MRCB - MALAYSIAN RESOURCES COPORATION BHD
50. 4502 - MEDIA - MEDIA PRIMA BHD
51. 3816 - MISC - MISC BHD
52. 8893 - MKLAND - MK LAND HOLDINGS BHD
53. 2194 - MMCCORP - MMC CORPORATION BHD
54. 9768 - MTDINFR - MTD INFRAPERDANA BHD
55. 5703 - MUHIBAH - MUHIBBAH ENGINEERING (M) BHD
56. 3905 - MULPHA - MULPHA INTERNATIONAL BHD
57. 4006 - ORIENT - ORIENTAL HOLDINGS BHD
58. 5053 - OSK - OSK HOLDINGS BHD
59. 6866 - BERNAS - PADIBERAS NASIONAL BHD
60. 5231 - PELIKAN - PELIKAN INT. CORPORATION BHD
61. 7108 - PETRA - PETRA PERDANA BHD
62. 5681 - PETDAG - PETRONAS DAGANGAN BHD
63. 6033 - PETGAS - PETRONAS GAS BHD
64. 5052 - PLUS - PLUS EXPRESSWAYS BHD
65. 4634 - POS - POS MALAYSIA BHD
66. 4065 - PPB - PBB GROUP BHD
67. 5304 - PROTON - PROTON HOLDINGS BHD
68. 1295 - PBBANK - PUBLIC BANK BHD
69. 6807 - PUNCAK - PUNCAK NIAGA HOLDINGS BHD
70. 1066 - RHBCAP - RHB CAPITAL BHD
71. 8575 - SAPCRES - SAPURACREST PETROLEUM BHD
72. 2356 - SARAWAK - SARAWAK ENERGY BERHAD
73. 7158 - SCOMI - SCOMI GROUP BHD
74. 1783 - SPB - SELANGOR PROPERTIES BHD
75. 4324 - SHELL - SHELL REFINING CO (F.O.M.) BHD
76. 4197 - SIME - SIME DARBY BHD
77. 8664 - SPSETIA - SP SETIA BHD
78. 6084 - STAR - STAR PUBLICATIONS (M) BHD
79. 6165 - SUNRISE - SUNRISE BHD
80. 6289 - SUNCITY - SUNWAY CITY BHD
81. 6521 - SURIA - SURIA CAPITAL HOLDINGS BHD
82. 5012 - TAANN - TA ANN HOLDINGS BHD
83. 4898 - TA - TA ENTERPRISE BHD
84. 4405 - TCHONG - TAN CHONG MOTOR HOLDINGS BHD
85. 2267 - TANJONG - TANJONG PUBLIC LIMITED COMPANY
86. 4863 - TM - TELEKOM MALAYSIA BHD
87. 5347 - TENAGA - TENAGA NASIONAL BHD
88. 5103 - TITAN - TITAN CHEMICALS CORP. BHD
89. 7113 - TOPGLOV - TOP GLOVE CORPORATION BHD
90. 6327 - TWSPLNT - TRADEWINDS PLANTATION BHD
91. 7100 - UCHITEC - UCHI TECHNOLOGIES BHD
92. 1775 - UEMWRLD - UEM WORLD BHD
93. 4588 - UMW - UMW HOLDINGS BHD
94. 5005 - UNISEM - UNISEM (M) BHD
95. 5142 - WASEONG - WAH SEONG CORPORATION BHD
96. 9679 - WCT - WCT ENGINEERING BHD
97. 4243 - WTK - WTK HOLDINGS BHD
98. 3158 - YNHPROP - YNH PROPERTY BHD
99. 4677 - YTL - YTL CORPORATION BHD
100. 2283 - ZELAN - ZELAN BHD

Power of Compounding (Rule of 72 & Rule of 70)

In finance, these rules are methods to estimate the time of an investment’s doubling (exponential growth) or halving (decay).

Let’s try, you use initial capital with $1,000 and increase the value by 20% annually see how many year it takes to double the initial value.

Year 1: $1,000 × 20% = $200
Year 2: ($1,000 + $200) × 20% = $240
Year 3: ($1,200 + $240) × 20% = $288
Year 4: ($1,440 + $288) × 20% = $345.60

End of year 4, the value has double from $1,000 to $2073.60. This means it takes between 3 to 4 years to double the value by 20% increment.

Rule of 72:
This is to estimate the number of periods required to double an original investment, divide the most convenient "rule-quantity" by the expected growth rate, expressed as a percentage.

72 ÷ (Annual Percentage return) = number of years your investment would double

For instance, if you were to invest $1,000 with compounding interest at a rate of 20% per annum, the rule of 72 gives 72 ÷ 20 = 3.6 years required for the investment to be worth $2,000.

Rule of 70:
Similarly, to determine the time it takes for the value of money to half at a given rate, divide the rule quantity by that rate.

70 ÷ (Rate) = Time period of the value become half

Example, if the inflation rate is 3.5%, the value of the money we have will be half in 20 years. Use the rule of 70, 70 ÷ 3.5 = 20. It can be use to estimate the impact of the additional fees on financial policies such as unit trust, mutual fund, load, insurance, expenses etc.

Future Value (Simple Interest)

If you borrow $100 at 10% interest rate today, how much would you need to pay the lender 1 year later?

Next year you have to return $110.

Principal borrowed = $100
Interest rate = 10% or 0.10
Interest charge here = $100 + ($100 x 0.10) = $10

In the future, the future value (FV) = amount borrowed + interest to be received

FV = $100 [1 + (0.10 x 1)]
= $110


P = Principal Sum = Starting Capital = $100
i = interest rate = 10%
n = number of period = 1 year
FV = future Value = $110