POWER OF COMPOUNDING (POC)

Can POC fail?

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

 

CAN POC FAIL?

None can give any guarantee to any investment. One can be guided great deal by previous experiences. One can not control terrorism, war, inflation, poor management in company and political level and many other factors.

All these deleterious factors usually becomes less important,

a) if one has long term investment horizon,

b) invested in well diversified blue chip high dividend paying stocks,

c) all dividends are reinvested to purchase more similar stocks and

d) further investment of more principal even small amount of money employing dollar cost averaging or similar methods.

e) One need to employ simple stock option strategies

i) to protect from downside slide of stock market e.g. buying put, like insurance policy,

ii) generating extra cash by selling covered call and

iii) buying stock at a lower price than the market price e.g. selling put.

There are many more option strategies. All option strategies have drawbacks. One can minimise the drawbacks and maximise the benefits. Net result is benefit.

These are my personal opinion and may not be applicable to other investors.

POC should not fail when applied as discussed above. The accumulation of wealth may be delayed if the rate of return is very low and/or the investment is small. Tables 69 to 72 show how the amount of the investment and the interest rate will affect the end values of the investment over a period of one hundred years.

Table 67 shows the value of an investment of $1.00 per week at four different interest rates (3%, 4%, 5%, 6%), compounded monthly. For each example, the starting balance is zero and the length of time is calculated in 5-year increments from 1 to 100 years.

Table 67

Year

End Value

in $

of $1.00/week

Investment

at 3%

Compounded Monthly

End Value

in $

of $1.00/week

Investment

at 4%

Compounded Monthly

End Value

in $

of $1.00/week

Investment

at 5%

Compounded Monthly

End Value

in $

of $1.00/week

Investment

at 6%

Compounded Monthly

1

52.77

53.03

53.30

53.56

5

281.59

288.92

296.51

304.36

10

608.92

642.06

677.56

715.60

15

989.43

1,073.68

1,167.24

1,271.27

20

1,431.75

1,601.22

1,796.54

2,022.07

25

1,943.81

2,243.29

2,601.75

3,032.05

30

2,541.18

3,030.78

3,640.03

4,401.21

35

3,235.59

3,993.29

4,974.34

6,251.20

40

4,042.82

5,169.71

6,689.06

8,750.87

45

4,981.18

6,607.60

8,892.66

12,128.38

50

6,071.98

8,365.05

11,724.52

16,692.01

55

7,339.99

10,513.09

15,363.76

22,858.31

60

8,813.99

13,138.53

20,040.56

31,190.11

65

0,527.44

16,347.47

26,050.75

42,447.90

70

2,519.26

20,269.59

33,774.48

57,659.22

75

4,825.10

25,043.13

43,657.30

78,121.36

80

17,515.09

30,897.85

56,400.76

105,860.58

85

20,642.07

38,053.77

72,777.45

143,341.33

90

24,277.05

46,800.08

93,823.22

193,984.68

95

28,502.55

57,490.24

120,869.26

262,413.09

100

33,414.50

70,556.27

155,626.29

354,872.37

Table 68 shows the value of an investment of $2.00 per week at four different interest rates (3%, 4%, 5%, 6%), compounded monthly. For each example, the starting balance is zero and the length of time is calculated in 5-year increments from 1 to 100 years.

Table 68

Year

End Value

in $

of $2.00/week

Investment

at 3%

Compounded Monthly

End Value

in $

of $2.00/week

Investment

at 4%

Compounded Monthly

End Value

in $

of $2.00/week

Investment

at 5%

Compounded Monthly

End Value

in $

of $2.00/week

Investment

at 6%

Compounded Monthly

1

105.54

106.07

106.59

107.12

5

563.17

577.85

593.02

608.72

10

1,217.84

1,284.12

1,355.11

1,431.20

15

1,978.86

2,147.35

2,334.48

2,542.53

20

2,863.51

3,202.45

3,593.08

4,044.14

25

3,887.63

4,486.58

5,203.50

6,064.10

30

5,082.36

6,061.56

7,280.07

8,802.42

35

6,471.19

7,986.58

9,948.68

12,502.39

40

8,085.64

10,339.43

13,378.12

17,501.73

45

9,962.36

13,215.19

17,785.32

24,256.76

50

12,143.96

16,730.09

23,449.03

33,384.02

55

14,679.97

21,026.17

30,727.50

45,716.62

60

17,627.97

26,277.05

40,081.11

62,380.23

65

21,054.89

32,694.92

52,101.48

84,895.80

70

25,038.52

40,539.16

67,548.93

115,318.44

75

29,650.20

50,086.24

87,314.57

156,242.71

80

35,030.17

61,795.67

112,801.47

211,721.16

85

41,284.15

76,107.49

145,554.83

286,682.67

90

48,554.11

93,600.10

187,646.36

387,969.36

95

57,005.10

114,980.41

241,738.43

524,826.18

100

66,829.00

141,112.46

311,252.45

709,744.74

Table 69 shows the value of an investment of $20.00 per week at four different interest rates (3%, 4%, 5%, 6%), compounded monthly. For each example, the starting balance is zero and the length of time is calculated in 5-year increments from 1 to 100 years.

Table 69

Year

End Value

in $

of $20.00/week

Investment

at 3%

Compounded Monthly

End Value

in $

of $20.00/week

Investment

at 4%

Compounded Monthly

End Value

in $

of $20.00/week

Investment

at 5%

Compounded Monthly

End Value

in $

of $20.00/week

Investment

at 6%

Compounded Monthly

1

1,055.45

1,060.66

1,065.91

1,071.20

5

5,631.75

5,778.46

5,930.20

6,087.17

10

12,178.40

12,841.17

13,551.13

14,312.04

15

19,788.58

21,473.55

23,344.83

25,425.34

20

28,635.06

32,024.47

35,930.77

40,441.45

25

38,876.27

44,865.79

52,035.01

60,640.98

30

50,823.63

60,615.60

72,800.68

88,024.20

35

64,711.89

79,865.77

99,486.77

125,023.94

40

80,856.36

103,394.26

133,781.21

175,017.34

45

99,623.57

132,151.92

177,853.19

242,567.56

50

121,439.59

167,300.91

234,490.35

333,840.24

55

146,799.72

210,261.71

307,275.08

457,166.30

60

176,279.70

262,770.48

400,811.15

623,802.34

65

210,548.83

326,949.24

521,014.89

848,958.05

70

250,385.14

405,391.62

675,489.39

1,153,184.54

75

296,501.95

500,862.40

873,145.90

1,562,427.30

80

350,301.70

617,956.69

1,128,014.95

2,117,211.81

85

412,841.45

761,074.98

1,455,548.63

2,866,827.00

90

485,541.05

936,001.08

1,876,464.02

3,879,694.03

95

570,051.00

1,149,804.20

2,417,384.78

5,248,262.38

100

668,289.96

1,411,124.72

3,112,525.13

7,097,448.18

Table 72 shows the value of an investment of $50.00 per week at four different interest rates (3%, 4%, 5%, 6%), compounded monthly. For each example, the starting balance is zero and the length of time is calculated in 5-year increments from 1 to 100 years.

Table 72

Year

End Value

in $

of $50.00/week

Investment

at 3%

Compounded Monthly

End Value

in $

of $50.00/week

Investment

at 4%

Compounded Monthly

End Value

in $

of $50.00/week

Investment

at 5%

Compounded Monthly

End Value

in $

of $50.00/week

Investment

at 6%

Compounded Monthly

1

2,638.62

2,651.66

2,664.78

2,677.99

5

14,079.37

14,446.14

14,825.50

15,217.91

10

30,445.99

32,102.91

33,877.82

35,780.10

15

49,471.44

53,683.87

58,362.08

63,563.36

20

71,587.65

80,061.16

89,826.94

101,103.62

25

97,190.67

112,164.48

130,087.52

151,602.45

30

127,059.07

151,538.99

182,001.71

220,060.51

35

161,779.73

199,664.42

248,716.92

312,559.85

40

202,140.90

258,485.65

334,453.03

437,543.36

45

249,058.92

330,379.79

444,632.99

606,418.90

50

303,598.97

418,252.29

586,225.87

834,600.61

55

366,999.28

525,654.30

768,187.69

1,142,915.77

60

440,699.24

656,926.23

1,002,027.87

1,559,505.86

65

526,372.08

817,373.13

1,302,537.21

2,122,395.15

70

625,962.83

1,013,479.07

1,688,723.47

2,882,961.39

75

741,254.87

1,252,156.04

2,182,864.72

3,906,068.29

80

875,754.25

1,544,891.77

2,820,037.36

5,293,029.58

85

1,032,103.62

1,902,687.51

3,638,871.55

7,167,067.58

90

1,213,852.60

2,340,002.77

4,691,160.01

9,699,235.19

95

1,425,127.49

2,874,510.60

6,043,461.90

13,120,656.11

100

1,670,724.88

3,527,811.91

7,781,312.75

17,743,620.65

--XXX

 

 

 

 

 

 

 

 
x
 

Green Hand Pointing Right

xxx

xxxxx

3D dollar sign

John has been working at our company for over twelve years. He is a dedicated employee, and we are fortunate to have him.