What Is Right Time To Invest ? What is good time ? bad time .... is good !! A simple question ....? Question : What you do when product is cheap? Answer : You Buy More ... So, invest more when your money can buy more. but, 90% people do reverse. and rest 2% are RICH GUYS... So, when does this badgood time comes ? How to identify ? You have three options: 1) Manage Time and follow upsdowns of economic policies and reforms. 2) Invest in Mutual Fund Portfolio Management System and leave it to us. 3) Opt for monthly SIP and invest in disciplined way >>see here 

Start investing now. Right now. EARLY YOU START, MORE YOU WILL REAP.
This cannot be stressed that enough. Anyone you talk to about their retirement fund or their investments will tell you, “I wish I had started earlier.” If you start investing your money today, I guarantee you it will change your life.
BENEFIT OF STARTING EARLY
Starting Early
Consider two individuals, we'll name them MOHAN and SHYAM. Both Mohan and Shyam are the same age.
When Mohan was 25 he invested Rs.15,000 at an interest rate of 5.5%. For simplicity, let's assume the interest rate was compounded annually. By the time Mohan reaches 50, he will have Rs.57,200.89 (Rs.15,000 x [1.055^25]) in his bank account.
mohan's friend, Shyam, did not start investing until he reached age 35. At that time, he invested Rs.15,000 at the same interest rate of 5.5% compounded annually. By the time Shyam reaches age 50, he will have Rs.33,487.15 (Rs.15,000 x [1.055^15]) in his bank account.
What happened? Both Mohan and Shyam are 50 years old, but Mohan has Rs.23,713.74 (Rs.57,200.89  Rs.33,487.15) more in his savings account than Shyam, even though he invested the same amount of money!
By giving his investment more time to grow, Mohan earned a total of Rs.42,200.89 in interest and Shyam earned only Rs. 18,487.15.
So bottom line is there is NO STANDARD AGE FOR INVESTING, but EARLY you begin more you will accumulate.

The power of compound interest
Compound interest supercharges your savings because you earn interest on the interest you earn as well as the money you deposit. The longer you leave your money, the more powerful the compound interest effect.
 The earlier you start, the more you make
 Compound interest in action
 The Rule of 72
The earlier you start, the more you make
The longer you leave your money, the more powerful the compound interest effect. So the earlier you start saving, the more you will make from compound interest (but only if you don’t withdraw the interest).
The same applies to other investments such as shares, where you regularly reinvest dividends, or the company reinvests its profits.
Compound interest also applies to debt – but not in a good way. The longer you leave a debt which charges interest, the bigger the debt becomes.
Compound interest in action
Tip: Start saving just Rs.10 a week when you’re 20 and by the time you’re 40 you could have saved over Rs.13,000.
This table shows the power of compound interest in action. We've based the results on an interest rate of 2.5% after tax and allowing for inflation.
We've also assumed that you will increase the amount you save each week to account for inflation. So if inflation is 2% this year, you will increase your weekly savings by 2% from next year (from Rs.50 to Rs.51).
Look at the first five years and the last five years of the table. In the first five years you save Rs.2,600 and earn Rs.170 in interest. In the last five years, you’re still saving only Rs.2,600, but earn a massive Rs.3,970 in interest  far more than you save. That's the power of compound interest!
Saving Rs.10 a week from the age of 20
Start saving Rs.10 a week when you're 20 and by the time you're the age in the left hand column you'll have saved the amount in the right hand column.
Age  Capital  Interest  Total 

25  Rs.2,600  Rs.170  Rs.2,770 
30  Rs.5,200  Rs.700  Rs.5,900 
35  Rs.7,800  Rs.1,640  Rs.9,440 
40  Rs.10,400  Rs.3.050  Rs.13,450 
45  Rs.13,000  Rs.4.980  Rs.17,980 
50  Rs.15,600  Rs.7,510  Rs.23,110 
55  Rs.18,200  Rs.10,710  Rs.28,910 
60  Rs.20,800  Rs.14,680  Rs.35,480 
*rounded to the nearest Rs.10
The Rule of 72
There’s an easy rule you can use to work out how your savings or investments can grow with compound interest.
Just divide the interest rate (or average annual return) into 72. The result tells you how long it will take for your money to double without further savings.
For example, you have Rs.10,000 that is earning 6% interest (after tax). 72 divided by 6 = 12.
Every 12 years your Rs.10,000 will double, so:
 After 12 years you have Rs.20,000
 After 24 years you have Rs.40,000
 After 36 years you have Rs.80,000
To be completely accurate, you would need to reduce the interest rate to allow for inflation. For example, if you allowed for 2% inflation, the real interest rate would be 4%.