Assuming that
you are 40 years old now and you intend to retire at the age of 65 and you and
your wife will lead a retirement life. According to the mortality rate, you
think you probably will die when you are at the age of 80, but you feel that it
is prudent to plan financially another 5 years after that. This means you are
planning to have enough money to survive 25 years after retirement.
When you retire, you figure that
you will be free of all commitment, children’s education, a house free of loan,
you and your wife only needs money for the basic necessity; food, utility
bills, transportation, health care and some money for annual holidays somewhere
overseas. You work out that with the present costs, you and your wife will need
RM8000 a month, or RM96,000 a year of today’s money for this lifestyle. You
figure that with 20 more years to live after retirement, you need 20 times the
amount of annual expenses of the first year of retirement as your total
retirement sum.
You have some saving now in cash
and in investment of just RM30,000, and RM100000 in EPF right now.
Questions:
- How much money do you need in nominal term for your monthly and yearly expenses when you retire, after taking the inflation rate of 4% a year into consideration?
- What is the lump sum amount you need then for 20 more years after retirement?
- How much your present EPS and cash and investment each will grow to when you retire?
- What is your shortfall?
- Assuming that your net return of all your future investment is 10% a year for all investment and future EPF, how much money (including your forthcoming EPF saving) do you need to save a year to build up your shortfall?
Please show clearly your
computations.
You can click here to refer to the answer.
Summary of Answer:
(1)
Year
|
1
|
2
|
3
|
4
|
5
|
6
|
7
|
8
|
9
|
10
|
Yearly
|
255,920
|
266,157
|
276,803
|
287,876
|
299,391
|
311,366
|
323,821
|
336,774
|
350,245
|
364,254
|
Monthly
|
21,327
|
22,180
|
23,067
|
23,990
|
24,949
|
25,947
|
26,985
|
28,064
|
29,187
|
30,355
|
Year
|
11
|
12
|
13
|
14
|
15
|
16
|
17
|
18
|
19
|
20
|
Yearly
|
378,825
|
393,978
|
409,737
|
426,126
|
443,171
|
460,898
|
479,334
|
498,507
|
518,448
|
539,185
|
Monthly
|
31,569
|
32,831
|
34,145
|
35,511
|
36,931
|
38,408
|
39,944
|
41,542
|
43,204
|
44,932
|
(2) 5,118,406
(3)
|
(4) 4,383,970
(5) 44,577 |
K C Chong (25 June 2014)
Data and Assumptions:
Age
now
|
40
|
Retirement
age
|
65
|
Years
to retirement
|
25
|
|
|
Age
die
|
85
|
number
of years of retirement
|
20
|
Rate
of inflation
|
4.00%
|
Return
of investment of savings before retirement
|
10.00%
|
Return
of existing EPF
|
5.80%
|
|
|
Current
EPF amount
|
100000
|
Current
amount in cash and investment
|
30000
|
Present
monthly expenses
|
5000
|
Monthly
expenses at retirement at today's RM
|
8000
|
Hi, II, just curious that for yearly expenses in Q1, taught future value FV = CF * [ ( (1 + i) ^n - 1)/i], why in excel the calculation is CF*(1+i)^(n+retirement year -1)?
ReplyDeleteii) for Q2, why the lump sum amount is fixed for each year 255,920?
Hi QiaoHui,
ReplyDeleteI am not sure how you get the FV = CF * [ ( (1 + i) ^n - 1)/i], you may refer to http://intelligentinvestor8.blogspot.com/2014/06/time-value-money.html for the time value money formula
For Q2, I need to move the value of money to year 1 of the retirement. Please take note that it is the "Value of Yearly Expenses on Retirement Year 1"
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