POWER OF COMPOUNDING (POC)

Procastinators
POWER OF COMPOUNDING (POC)
FLIPKART PRODUCTS
POWER OF COMPOUNDING (POC)
NEW PAGE
Rule of 72
Starting time of investment
Private or public school
Private/public college degree or not?
Dividend reinvestment plan (DRIP or DRP)
Endowment: Colleges & universities
Real life and hypothetical example
Creating wealth for children
Reverse application of POC
Procastinators
Can POC fail?
Conclusion
Summary
Salt, sugar, fat & diary free
Zero and nearly zero calorie foods
Zero or low calorie, and other groceries from Amazon.
Zero or low calorie and fat free groceries from Walmart
Zero calorie drinks from Walmart

PROCRASTINATORS

"I’m too young." "It’s too early." "I don’t have any money to invest."

By now, the readers should realize that the above statements are poor excuses for not investing early in life.

Any one can accumulate great sum of wealth, if only started early, earlier the better. Even a very small sum of money over the years become good deal of money, even more, if interest /dividend are allowed to compounded and reinvested and continuously keep adding small amount of money frequently to the original principal.

Time is money and money is power.

Although money does not guarantee happiness, money provides options. Be aware that once the window of opportunity passes, the ability to make up for lost time is very difficult.

Table 64

Table 64 shows the interest earned on investments of just $1, $5, $10, $15, $20, and $25 monthly. In each example, the time period is 5 to 70 years (in 5-year increments), and the interest rate is 10%, compounded monthly.

Year

$1

Monthly

Deposit

at 10%

$5

Monthly

Deposit

at 10%

$10

Monthly

Deposit

at 10%

$15

Monthly

Deposit

at 10%

$20

Monthly

Deposit

at 10%

$25

Monthly

Deposit

at 10%

5

79.08

395.41

790.82

1,186.24

1,581.65

1,977.06

10

207.55

1,037.76

2,075.52

3,113.28

4,151.04

5,188.80

15

418.92

2,094.62

4,189.24

6,283.86

8,378.49

10,473.11

20

766.70

3,833.48

7,666.97

11,500.45

15,333.94

19,167.42

25

1,338.89

6,694.45

13,388.90

20,083.36

26,777.81

33,472.26

30

2,280.33

11,401.63

22,803.25

34,204.88

45,606.51

57,008.13

35

3,829.28

19,146.38

38,292.77

57,439.15

76,585.53

95,731.92

40

6,377.78

31,888.90

63,777.80

95,666.70

127,555.60

159,444.51

45

10,570.86

52,854.28

105,708.56

158,562.84

211,417.12

264,271.40

50

17,469.76

87,348.80

174,697.61

262,046.41

349,395.21

436,744.02

55

28,820.59

144,102.95

288,205.91

432,308.86

576,411.80

720,514.77

60

47,496.21

237,481.05

474,962.13

712,443.18

949,924.23

1,187,405.31

65

78,223.38

391,116.88

782,233.80

1,173,350.68

1,564,467.56

1,955,584.49

70

128,779.06

643,895.28

1,287,790.63

1,931,685.92

2,575,581.20

3,219,476.56

Table 65

Table 65 shows the interest earned on investments of just $1, $2, $3, $4, $5, and $6 weekly. In each example, the time period is 5 to 70 years (in 5-year increments), and the interest rate is 10%, compounded monthly.

Year

$1

Weekly

Deposit

at 10%

$2

Weekly

Deposit

at 10%

$3

Weekly

Deposit

at 10%

$4

Weekly

Deposit

at 10%

$5

Weekly

Deposit

at 10%

$6

Weekly

Deposit

at 10%

5

340.22

680.45

1,020.67

1,360.89

1,701.11

2,041.34

10

900.31

1,800.62

2,700.94

3,601.25

4,501.56

5,401.87

15

1,825.08

3,650.15

5,475.23

7,300.31

9,125.38

10,950.46

20

3,351.95

6,703.91

10,055.86

13,407.81

16,759.77

20,111.72

25

5,860.71

11,721.41

17,582.12

23,442.83

29,303.54

35,164.24

30

10,015.18

20,030.36

30,045.54

40,060.71

50,075.89

60,091.07

35

16,874.62

33,749.24

50,623.87

67,498.49

84,373.11

101,247.73

40

28,200.24

56,400.48

84,600.72

112,800.96

141,001.21

169,201.45

45

46,899.96

93,799.92

140,699.88

187,599.84

234,499.80

281,399.76

50

77,775.04

155,550.09

233,325.13

311,100.17

388,875.22

466,650.26

55

128,752.86

257,505.73

386,258.58

515,011.44

643,764.31

772,517.17

60

212,922.27

425,844.57

638,766.84

851,689.12

1,064,611.41

1,277,533.69

65

351,894.30

703,788.65

1,055,682.96

1,407,577.26

1,759,471.61

2,111,365.92

70

581,350.88

1,162,701.83

1,744,052.70

2,325,403.58

2,906,754.53

3,488,105.40

Table 66

Table 31 shows the difference in interest earned on $1 invested weekly and $1 invested monthly vs. $25 invested weekly and $25 invested monthly. In both the weekly and monthly examples, the beginning balance is $1 and $25, respectively, the time period is 5 to 70 years (in 5-year increments), and the interest rate is 10%, compounded monthly.

Year

$1

Weekly

Deposit

at 10%

$1

Monthly

Deposit

at 10%

$25

Weekly

Deposit

at 10%

$25

Monthly

Deposit

at 10%

5

340.22

79.08

8,505.56

1,977.06

10

900.31

207.55

22,507.81

5,188.80

15

1,825.08

418.92

45,626.91

10,473.11

20

3,351.95

766.70

83,798.83

19,167.42

25

5,860.71

1,338.89

146,517.68

33,472.26

30

10,015.18

2,280.33

250,379.46

57,008.13

35

16,874.62

3,829.28

421,865.55

95,731.92

40

28,200.24

6,377.78

705,006.03

159,444.51

45

46,899.96

10,570.86

1,172,498.98

264,271.40

50

77,775.04

17,469.76

1,944,376.08

436,744.02

55

128,752.86

28,820.59

3,218,821.53

720,514.77

60

212,922.27

47,496.21

3,218,821.53

1,187,405.3

65

351,894.30

78,223.38

8,797,357.97

1,955,584.5

70

581,350.88

128,779.06

14,533,772.5

3,219,476.6

Note: On retirement, 46% of the U.S. population has only $25,000 in a pension fund.

Accordingly, a person

is never too young, the time is never too early, and the amount of money is never too small to start investing for retirement. A person who waits to invest will need to invest more money to catch up to a person who starts investing early. In many cases, the late investor will never be able to catch up (reference Table on page ).

The best advice politicians and teachers could consider to give to their students is do their (student) fair share of "saving and investing", not soak the rich or rich to pay their fair share of tax. Rich are paying more than their fair share of tax.

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