Feb 1, 2013

Case Study Of An Investment Analysis: ASB (1)


Case Study Of An Investment Analysis: ASB
Disclaimer. This is my independent personal finance research, author does not take responsibility for any usage of the data. - Syaiful-

Hipotesis
Investment Directly Through Monthly Consistent Cash Amount Is Better Than Investment Using Loan.

Methodology

a)     FV OF ONE TIME INVESTMENT

Assumption:
1.      Based on one time investment with return of 8% per annum, with consistent and discipline monthly loan payment as stated below.
2.      The dividend per annum will not withdraw and will attract next year dividend (compound interest).
3.      Future value (FV) show the amount after certain period of the year invested as stated below.

The calculation based on these formulas:
FV = A (1+i)^t
ASB LOAN
20 yrs
25 yrs
30 yrs
FV = A (1+i)^t
LOAN AMOUNT PER MONTH
FV BASED ON 8% DIVIDEND

FV BASED ON 8% DIVIDEND

FV BASED ON 8% DIVIDEND


A= Investment
i = interest/ dividend




    30,000.00
          199.00
     139,828.71
177.00
    205,454.26
155.00
    301,879.71
    50,000.00
          332.00
     233,047.86
294.00
    342,423.76
256.00
    503,132.84
  100,000.00
          658.00
     466,095.71
582.00
    684,847.52
506.00
 1,006,265.69
  150,000.00
          990.00
     699,143.57
876.00
    924,544.15
762.00
 1,509,398.53
  180,000.00
       1,189.00
     838,972.29
1053.00
 1,164,240.78
917.00
 1,811,278.24
  200,000.00
       1,316.00
     932,191.43
1164.00
 1,369,695.04
1012.00
 2,012,531.38

b)    FV OF AN ANNUITY

Assumption:                                                                                                                                                             
1.      Based on investment with return of 8% per annum, with monthly installment the same as ASB loan above. It means no loan involve, just save certain amount of money (we assume same as per amount required for ASB loan) every month into ASB book.                                                                                                                                            
2.      The dividend per annum will not withdraw and will attract next year dividend (compound interest).
3.      Future value (FV) show the amount after certain period of the year invested as stated below.
The calculation based on these formulas:
FV = A [(1+i)^t-1/i]  
 Investment
20 YRS
 Investment
25 YRS
 Investment
30 YRS
A (MONTHLY)
FV
A (MONTHLY)
FV
A (MONTHLY)
FV
          199.00
  109,279.57
             177.00
       155,277.02
155.00
     210,706.77
          332.00
  182,315.67
             294.00
       257,917.76
256.00
     348,006.02
          658.00
  361,336.47
             582.00
       510,571.88
506.00
     687,855.66
          990.00
  543,652.14
             876.00
       768,489.64
762.00
  1,035,861.68
       1,189.00
  652,931.71
         1,053.00
       923,766.66
917.00
  1,246,568.46
       1,316.00
  722,672.94
         1,164.00
   1,021,143.77
1012.00
  1,375,711.32



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