In my opinion, when we talk about investment, the important point is to compare the return rate of one particular investment to the other. The frequent asked questions are as below:
1) How much I have to pay?
2) How much I can receive in return?
3) How long it will spend?
4) Base on the above, what is the compound annual growth rate?
May I use scenario B as an example?
QUOTE(V12Kompressor @ Dec 6 2011, 11:52 PM)
Scenario B:
Lisa is 28 this year. She wish to receive a GYI of RM 5,000 per year when she is still employed and RM10,000 per year when she retires from her job. Hence, the plan which suits her would be Income Builder + Income 40 + Income D-40 Rider. The Income Builder will give a GYI of RM 1,000 per year right up to Lisa's age 90. The Income 40 will give an additional RM 4,000 for the next 40 years and when she retires at age 68, the D-40 GYI of RM 9,000 kicks in when she reach the age of 69 right up to Lisa's age of 90.
Based on scenario B, assuming Lisa took up the plan as mentioned and she lives very healthy throughout her life and she R.I.P at her age of 90.
So, assuming Lisa has to pay RM27,000.00 premium for 9 years (as mentioned in earlier thread) to enjoy the benefits mentioned above, how much Lisa has to pay?
Lisa needs to pay: RM27,000.00 x 9 years = RM243,000.00
After that, what will Lisa received up to 90 years old?
Lisa receive: First 40 year (28 to 68) x RM5,000 = RM200,000.00 + next 21 years (69 to 90 inclusive) x RM10,000 + RM210,000.00 = RM410,000.00
Therefore,
The cost: RM243,000.00
The return: RM167,000.00 (RM410,000.00 – RM243,000.00)
Time spend: 9 years
Compound annual growth rate: 5.98% (for 9 years)
If I am not mistaken, you cannot claim your return of RM167,000.00 at one time after the 9th year but can only claim it throughout 61 years (am I right?? Need advise). Therefore, if we calculate the compound annual growth rate based on 61 years (because you can only fully collected your return after 61 years), guess what is the compound annual growth rate? Is 0.86%
If we take the factor of inflation into consideration, that means in Lisa's case, she is using today’s RM27,000.00 per year "to buy" RM10,000 return per year at 40 years later… (because she can only receive RM10,000 per year at that time) By that time, what you except to buy with RM833.33 a month (RM10,000.00 / 12) ??? A cup of Kopi-o? A roti-canai???
Worth it?? Make your own judgment.
This post has been edited by Kokolat: Feb 17 2012, 08:43 PM