In order to start a business in Australia a person first needs to select the most suitable business structure. The major forms of business structure from which the investor has to choose are sole proprietorship, partnership and company.
Sole proprietorship is the form of business in which all the risks and rewards belong to one person. This single person is wholly responsible for all the aspects of the business. This is the simplest form of business structure and relatively the most inexpensive one. (Fabozzi & Mann, 2012)
The partnership form of business is very similar to that of sole proprietorship. The risks and rewards of the business are distributed amongst all the partners in the agreed partnership ratio. Each partner is liable for the actions of any other partner. This is also a simple business form. The benefit of this type of structure over proprietorship is that the risks are divided amongst all the partners.
The company form of business structure is the most complex form of business structure. Under this business structure the corporate veil divides the ownership and management. The company stands as a separate legal entity and can sue and be sued in its name. The owners hold a stake in the company in the form of shares and are responsible for the management. The liability of the shareholders under this business structure is limited to the value of shares held by them. (Berk, Demarzo & Harford, 2012)
Therefore, based on the availability of the capital, scale of operations and risks involved, the best suitable form of business structure is to be opted for.
An investor can invest in bond or equity market or in both. Based on his requirements and ability to deal with risk they can take a decision (Graham & Dodd, 2009). Few factors which can help an investor take a decision are listed below:
Share |
02 March 2017 |
03 November 2017 |
Difference in Price |
Dividend per share |
Total Return per share |
Total number of shares |
BHP.AX |
25.7 |
27.69 |
1.99 |
1.52 |
3.5061 |
500 |
CBA.AX |
83.86 |
77.79 |
-6.07 |
3.29 |
-2.7843 |
500 |
TLS.AX |
4.57 |
3.5 |
-1.07 |
0.22 |
-0.8486 |
500 |
Share |
Total Return |
Total Investment |
Number of Days of Investment |
Holding Period Yield |
BHP.AX |
1753.05 |
12850 |
246 |
20.24 |
CBA.AX |
-1392.15 |
41930 |
246 |
-4.93 |
TLS.AX |
-424.3 |
2285 |
246 |
-27.55 |
Share |
Expected Return |
Weights |
Portfolio Return |
BHP.AX |
20.24 |
0.6 |
12.14 |
CBA.AX |
4.93 |
0.2 |
0.99 |
TLS.AX |
27.55 |
0.2 |
5.51 |
18.64 |
|||
Share |
Expected Return |
Weights |
Portfolio Return |
BHP.AX |
20.24 |
0.4 |
8.10 |
CBA.AX |
4.93 |
0.4 |
1.97 |
TLS.AX |
27.55 |
0.2 |
5.51 |
15.58 |
Share |
Beta |
Weights |
Portfolio Beta |
BHP.AX |
1.39 |
0.6 |
0.834 |
CBA.AX |
1.33 |
0.2 |
0.266 |
TLS.AX |
0.79 |
0.2 |
0.158 |
1.258 |
|||
Share |
Beta |
Weights |
Portfolio Beta |
BHP.AX |
1.39 |
0.4 |
0.556 |
CBA.AX |
1.33 |
0.4 |
0.532 |
TLS.AX |
0.79 |
0.2 |
0.158 |
1.246 |
The first portfolio with the ratio of 0.6, 0.2 and 0.2 is much riskier than the other portfolio since the beta of first portfolio is higher than that of the other portfolio.
Value of Invested $50000 at the end of year four |
||
FV=PV*(1+i/m)^(m*n) |
||
Here |
||
PV |
25000 |
|
I |
4% |
|
M |
12 |
|
N |
4 |
|
FV |
= |
25000*(1+4/12)^(12*4) |
= |
29,329.97 |
|
Value of $1000 Invested monthly at the end of year four |
||
FV |
= |
c*{(1+i)^n-1} |
Here |
||
C |
1000 |
|
I |
0.0033333 |
|
N |
48 |
|
FV |
= |
1000*{(1+.003)^48-1} |
0.003 |
||
= |
51,545.06 |
|
Total Funds available at the end of year 4 |
80,875.00 |
Amount of Loan To be taken |
|
Total Funds required |
2,50,000 |
Total Funds available |
80,875 |
Loan to be taken |
1,69,125 |
Assuming Equal annual payments for 20 years are required to be made |
||
PV of Annuity |
= |
FV |
PVIAF(i,n) |
||
Here |
||
FV |
169125 |
|
i (0.065/12) |
0.01 |
|
N |
20 |
|
PVIAF(I,n) |
18.05 |
|
PV of Annuity |
= |
1,69,125.00 |
18.05 |
||
= |
9,372.12 |
Therefore, $9372 will have to be paid annually for 20 years including the interest due amount.
Working: Calculation of PVIAF
1 |
0.990099 |
2 |
0.980296 |
3 |
0.97059 |
4 |
0.96098 |
5 |
0.951466 |
6 |
0.942045 |
7 |
0.932718 |
8 |
0.923483 |
9 |
0.91434 |
10 |
0.905287 |
11 |
0.896324 |
12 |
0.887449 |
13 |
0.878663 |
14 |
0.869963 |
15 |
0.861349 |
16 |
0.852821 |
17 |
0.844377 |
18 |
0.836017 |
19 |
0.82774 |
20 |
0.819544 |
18.04555 |
In order to calculate the future value the formula is: |
||
FV |
= |
PV*(1+i)^n |
Here, |
||
FV |
3500 |
|
I |
2.50% |
|
N |
4 |
|
Therefore, |
||
3500 |
= |
PV*(1+.025)^4 |
PV |
= |
3,500 |
(1+.025)^4 |
||
= |
3,171 |
Therefore, the investor needs to invest $3171 today in order to receive $3500 after 4 years with interest 2.5% compounded annually.
In order to calculate the future value the formula is: |
||
FV |
= |
PV*(1+i/4)^(n*4) |
Here |
||
FV |
2500 |
|
PV |
1000 |
|
I |
4% |
|
Therefore, |
||
2500 |
= |
1000*(1+0.01)^(4n) |
2.5 |
= |
1.01^4n |
N |
= |
22.75 years |
Therefore, an investor needs to invest $1000 today for a period of 22.75 years to get $ 2500 with interest 44% compounded quarterly.
As per CAPM |
||
Re |
= |
Rf+(Rm-Rf)*Beta |
Here |
||
Rf |
5% |
|
Rm-Rf |
7% |
|
Beta |
1.8 |
|
Therefore |
||
Rf |
= |
5+(7*1.8) |
= |
17.60% |
In order to calculate the bond value |
||
P0 |
= |
PV of Future cash Flows |
= |
Face Value + Coupon Value *PVIAF(i,n) |
|
Here |
||
Face Value |
1,000 |
|
Coupon Value |
25 |
|
I |
3.50% |
|
N |
20 |
|
Therefore |
||
P0 |
= |
1000+25*PVIAF(3.5%,20) |
= |
1000+(25*14.21) |
|
= |
1,355 |
The Bond is trading at premium.
Calculation of Share Price using Dividend Discount Model |
|||
Year |
Dividend |
PV Factor @ 17% |
PV of Dividend |
1 |
4.38 |
0.8547009 |
3.74 |
2 |
5.47 |
0.7305136 |
3.99 |
3 |
6.84 |
0.6243706 |
4.27 |
Dividend for year 4 |
7.182 |
||
Price of the share at the end of year 3 |
= |
7.182 |
|
17.5-.5 |
|||
= |
42.25 |
||
PV of this Price |
= |
42.25/(1.175^4) |
|
= |
22.17 |
||
Therefore Price of the share today |
= |
12+22.17 |
|
= |
34.17 |
Since the share is currently trading at $35 and the theoretical price of the share is $34.17 we can say that the share is trading rich and the investor should go short.
References
Berk, J., Demarzo, P., & Harford, J. (2012). Fundamentals of corporate finance. Boston, MA: Prentice Hall.
Fabozzi, F. J., & Mann, S. V. (2012). The Handbook of Fixed Income Securities. New York: McGraw-Hill Education.
Graham, B., & Dodd, D. (2009). Security analysis. New York: McGraw-Hill.
Graham, B., Buffett, W., & Zweig, J. (2013). The intelligent investor. New York: Harper Collins.
Penman, S. (2013). Financial statement analysis and security valuation. New York: McGraw-Hill Irwin.
Robert Parrino, D. S.-K. (2013). Fundamentals of Corporate Finance, 2nd Edition. Milton: John Wiley & Sons
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