Particulars |
Value |
Preference market return |
11.00% |
Bond market return |
7.00% |
Share market return |
20.00% |
Market return for Kai |
(J16+J17+J15)/3 |
Market return for Kai |
12.67% |
There is significant difference between classical taxation system and imputation taxation system, which are used by the regulator to extract relevant taxes from companies and individuals. With the help of classical taxation system, the regulators for conducting double taxation on the investors that received dividend from organizations. However, the imputation taxation system helped in minimizing the chance of double taxation that was being conducted by regulators. The classical taxation system is still being implemented by majority of the countries around the world, while some of the countries such as Australia and New Zealand in using imputation taxation system to infuse growth in its financial market by luring both international and domestic investors (Faccio & Xu, 2015).
The calculations conductance in the above table relatively depicts the overall dividend after taxes that are collected by individuals with different marginal tax rate under the classical taxation system. From the evaluation, it could be understood that the investors with marginal tax rate of 40% would provide net dividend of $2.310 for a dividend of $3.850. The calculations directly indicate that under classical taxation system the shareholders are taxed double, which reduces the level of dividend payments of the investors., which can eventually help in generating high level of cash inflow for the investors.
The above table directly indicates the implication taxation system that can be used by investors to detect the level of income generated from a particular dividend. The dividend imputation system does not rely on double taxation, where it allows the investors to use franking credits for reducing the level of taxes that is incurred from an investment. The calculations directly indicate that given after taxes of the investor is relatively higher in terms of imputation taxation system as compared to classical taxation system (Abraham, Dempsey & Marsden, 2015).
The calculations indicate that with the implementation of computation taxation system will eventually allow the investors to reduce the cash outflow in terms of taxes. The above example directly indicate that the imputation taxation system will allow the investors to accumulate the dividend after taxes at the levels of $3.300 for a marginal tax rate of 40%.On the other hand the same dividend for a marginal tax rate of 40% under classical taxation system will provide the investors with only $2.310. The difference directly indicates the positive attributes of the imputation taxation system
The imputation taxation system has relevant impact on both the domestic and international investors, as it increases the level of Income for the investors. Imputation system has a relevant impact on the decision-making capability of the investors as it allows them to generate high level of income ignorance of double taxation method. Countries such as New Zealand and Australia are relatively using imputation taxation system to lure in more investors and increase investment from both domestic and international investors.
Decision making capability of the investors are relatively impact by the imputation taxation system, as investors tend to reduce the level of cost incurred from investment by ignoring the countries using classical taxation system. This measure relatively helps the investors to increase the level of income from investment while reducing the tax cash outflow. This measure but relatively increase the level of investment from both International and domestic investors, as we can earn higher returns from investment. Furthermore, alterations in dividend policy of the company would also have impact on the investors decision-making capabilities, as investors will raise the level of investment in an organization, due to the low level of cost incurred from investment (Nguyen, 2016).
CBA.AX |
||
Date |
Close |
Monthly Holding Period Return |
6/1/2017 |
82.81 |
|
7/1/2017 |
83.73 |
1.111% |
8/1/2017 |
75.80 |
-9.471% |
9/1/2017 |
75.25 |
-0.726% |
10/1/2017 |
77.63 |
3.163% |
11/1/2017 |
79.43 |
2.319% |
12/1/2017 |
80.34 |
1.146% |
1/1/2018 |
78.87 |
-1.830% |
2/1/2018 |
76.39 |
-3.144% |
3/1/2018 |
72.31 |
-5.341% |
4/1/2018 |
71.82 |
-0.678% |
5/1/2018 |
69.30 |
-3.509% |
6/1/2018 |
72.87 |
5.152% |
WBC.AX |
||
Date |
Close |
Monthly Holding Period Return |
6/1/2017 |
30.51 |
|
7/1/2017 |
31.82 |
4.294% |
8/1/2017 |
31.27 |
-1.728% |
9/1/2017 |
31.92 |
2.079% |
10/1/2017 |
32.99 |
3.352% |
11/1/2017 |
31.47 |
-4.607% |
12/1/2017 |
31.35 |
-0.381% |
1/1/2018 |
30.96 |
-1.244% |
2/1/2018 |
30.77 |
-0.614% |
3/1/2018 |
28.62 |
-6.987% |
4/1/2018 |
28.64 |
0.070% |
5/1/2018 |
27.85 |
-2.758% |
6/1/2018 |
29.30 |
5.206% |
AORD |
||
Date |
Close |
Monthly Holding Period Return |
6/1/2017 |
5,764.00 |
|
7/1/2017 |
5,773.90 |
0.172% |
8/1/2017 |
5,776.30 |
0.042% |
9/1/2017 |
5,744.90 |
-0.544% |
10/1/2017 |
5,976.40 |
4.030% |
11/1/2017 |
6,057.20 |
1.352% |
12/1/2017 |
6,167.30 |
1.818% |
1/1/2018 |
6,146.50 |
-0.337% |
2/1/2018 |
6,117.30 |
-0.475% |
3/1/2018 |
5,868.90 |
-4.061% |
4/1/2018 |
6,071.60 |
3.454% |
5/1/2018 |
6,123.50 |
0.855% |
6/1/2018 |
6,289.70 |
2.714% |
Particulars |
CBA.AX |
WBC.AX |
AORD |
Average Holding period return |
-0.984% |
-0.277% |
0.752% |
Particulars |
CBA.AX |
WBC.AX |
AORD |
Annual Holding period return |
-0.984%*12 |
-0.277%*12 |
0.752%*12 |
Annual Holding period return |
-11.808% |
-3.320% |
9.019% |
Particulars |
CBA.AX |
WBC.AX |
AORD |
Standard deviation |
4.018% |
3.604% |
2.169% |
Particulars |
CBA.AX |
WBC.AX |
Risk free rate (10-year government bond) |
2.7800% |
2.7800% |
Beta (Risk) |
1.2300 |
1.2600 |
Market Return (ASX return) |
5.8500% |
5.8500% |
Expected return |
2.7800%+1.2300 * (5.8500%-2.7800%) |
2.7800%+1.2600 * (5.8500%-2.7800%) |
CAPM(Return) |
6.5561% |
6.6482% |
Particulars |
CBA.AX |
WBC.AX |
Weight |
60.0% |
40.0% |
CAPM(Return) |
6.5561% |
6.6482% |
Beta (Risk) |
1.2300 |
1.2600 |
Beta (Portfolio) |
(60.0% * 1.2300) + (40.0%*1.2600) |
|
Beta (Portfolio) |
1.2420 |
|
Return (Portfolio) |
(60.0% * 6.5561%) + (40.0%*6.6482%) |
|
Return (Portfolio) |
6.5929% |
The calculations conducted in the above tables directly represent the overall return and risk, which is presented by CBA, WBC and portfolio. The risk and return attributes of all the three investment option are similar, which indicates that investment in either of the option would generate return for the investors. The investment option indicates the rising risk will ensure higher returns from investors (Gottschlich & Hinz, 2014).
Reference
Abraham, M., Dempsey, M., & Marsden, A. (2015). Dividend reinvestment plans: a tax-based incentive under the Australian imputation tax system. Austl. Tax F., 30, 435.
Au.finance.yahoo.com. (2018). Au.finance.yahoo.com. Retrieved 18 December 2018, from https://au.finance.yahoo.com/quote/CBA.AX/history?period1=1464719400&period2=1498761000&interval=1mo&filter=history&frequency=1mo
Au.finance.yahoo.com. (2018). Au.finance.yahoo.com. Retrieved 18 December 2018, from https://au.finance.yahoo.com/quote/WBC.AX/history?period1=1464719400&period2=1498761000&interval=1mo&filter=history&frequency=1mo
Faccio, M., & Xu, J. (2015). Taxes and capital structure. Journal of Financial and Quantitative Analysis, 50(3), 277-300.
Gottschlich, J., & Hinz, O. (2014). A decision support system for stock investment recommendations using collective wisdom. Decision support systems, 59, 52-62.
Nguyen, H. K. (2016). A question of the integrity of the dividend imputation system when corporate tax rate changes: An Australian study. J. Austl. Tax’n, 18, 43.
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