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Shareholder’s wealth creation in India post deregulation of petrol prices
*Dr. Shashank Bhushan Lall
** Shubhadeep Chakraborty
________________________________________________________________________
Abstract: The study examines the effect of deregulation of petrol prices upon the wealth
creation process of the shareholders of the Indian oil marketing companies. The Government
of India has deregulated the petrol prices since 25th June 2010 and has allowed the oil
marketing companies to link the retail selling prices of petrol to the market. The liberty in
fixation of prices has a long lasting impact upon the wealth creation possibility of the
shareholders of the oil marketing companies. International crude prices have off late been
caught in a bearish trend which has pushed the international crude oil prices to new lows.
This has reduced the import cost of crude oil for India and has helped in taming the
inflationary trends in our country. Indian oil marketing companies too have benefited from
this bearish trend as their under recoveries have come down considerably. Efficient cost
management and free pricings of petrol have helped in increasing share price returns and
creation of wealth for the shareholders of these companies. With partial deregulation the
finances of Government of India has improved a lot due to huge savings in oil subsidies. The
results of petrol deregulation is so positive that The Government of India is seriously
contemplating about deregulating the diesel too from her control and make the retail selling
price of diesel market linked.
Key words: Deregulation, Petrol prices, wealth maximization, oil marketing companies
* Dr.. Shashank Bhushan Lall is an Associate Professor at Patna University, Patna.
(E): [email protected], (M):+91 94310 77491
**Shubhadeep Chakraborty is an Assistant Professor in the area of Finance at Amity Patna.
(E): [email protected], (M): +91 99312 37224
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I. INTRODUCTION:
The Indian oil and gas sector besides being vast has a tremendous macroeconomic
importance as well. It is one of the eight core industries that are the part of the IIP (Index for
industrial production). Petroleum products are the main sources of energy in our country and
in case of industrial production; it is one of the main input components. Any changes in the
price of diesel, petrol etc has a cascading effect upon the overall cost of production and
ultimately the end price of the product. From the macroeconomic point of view, its
importance can be gauged by the fact that every year the Government of India has been
spending astronomical amounts of financial resources by way of paying subsidies to the oil
and gas sector. This sector is one of the heavily subsidized sectors and the main motive of the
Government to do so is to prevent the Indian economy from inflationary shocks arising due to
India’s heavy dependency upon imported crude oil as well as imported inflation. On the other
hand, payment of such huge amounts of subsidies over the years has inflicted considerable
amount of fiscal pains upon the Government of India. In fact oil subsidies have been the
major contributors in high fiscal and current account deficits. It had been suggested since
long that The Government does away with the subsidies and liberalizes the sector so that the
financial burden may be lessened. The Government was unwilling to do so and wanted to
continue subsidizing the sector because she apprehended that by doing away with the
subsides and allowing free pricing, inflation will skyrocket and the common people shall be
over burdened. But mounting fiscal deficits (mainly due to oil subsidies) kept the inflation as
well as the interest rates high, affecting the investment climate in the economy negatively.
Finally the Government of India on the 20th of June 2010, decided to deregulate the Indian oil
and gas sector partially by allowing the free pricing of petrol. Diesel, kerosene and LPG are
still under Government regulation. This decision of the Government has financial and
investment related implications not only for herself but also for the entire Indian oil and gas
sector, her stakeholders as well as the public in general.
In light of the above, it becomes highly imperative to make an attempt to study the impact the
partial deregulation has upon the Government’s revenues, upon the returns and wealth
creation of the share holders of the Government owned oil marketing companies and upon the
overall growth and development of the entire Indian oil & gas industry.
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II. OBJECTIVES OF STUDY:
i) To study if deregulation of the Indian oil sector has a positive impact and is successful in
creating a confident future for the Indian oil sector.
ii) To test if deregulation helps in creating wealth and value for the shareholders of the oil
companies by improving the share returns.
III. Hypothesis:
Ho≠ Deregulation will not affect the share prices of the oil marketing companies
H1= Deregulation will affect the share prices of the oil companies strongly
H2= Deregulation will affect the share prices of the oil companies moderately.
IV. REVIEW OF LITERATURE:
The International institute for sustainable development global studies initiatives (2012) has
observed that the current regime of energy subsidies in India is a heavy burden on the
Government’s resources and has only limited success in reaching the intended beneficiaries.
Subsidies also put a lot of pressure on national oil companies and power sector utilities,
which face heavy financial burdens under the current system.
Rangarajan Committee Report (2006) this report recommended that international (or “trade
parity”) prices be used as a reference for a more market-based approach to pricing of petrol
and diesel. It also recommended that subsidized kerosene should be restricted to below
poverty line (BPL) families and the retail price of LPG be raised, with any remaining
subsidies financed directly from the budget.
Kelkar Committee Report, 2012. This report set out a “roadmap for fiscal consolidation”,
including a timeline for the reduction of fuel subsidies. It recommended the elimination of
diesel subsidies over a two-year period followed by full price deregulation in 2014. It also
recommended the elimination of LPG subsidies over a period of three years, and the
reduction of more politically sensitive kerosene subsidies by one-third over the same period.
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Parikh Committee Report (2010) has recommended that the prices of petrol and diesel be
fully liberalized, both at refinery gate and at the pump. It also recommended that: (i)
subsidized kerosene sold through the public distribution system (PDS) be targeted to BPL
families, and its price raised each year according to the growth in nominal agricultural GDP
per capita; (ii) the price of kerosene sold outside of the PDS system be set close to that of
diesel to eliminate incentives for diversion; and (iii) subsidized LPG should be quantity
rationed, or replaced by direct cash transfers to BPL households with LPG prices fully
liberalized.
V. Research Methodology:
a) Sources of data:
Secondary source has been used to collect the relevant data. Since the deregulation of petrol
prices on 25th June 2010, petrol prices have undergone 57 (approx.) revisions. All the 57
(approx.) price revisions have been taken into consideration as the average price of petrol in
the four metros (Delhi, Kolkata. Mumbai and Chennai) on the dates of the petrol price
revisions. The petrol price changes pertain to the three Government owned upstream oil
companies and the three Government owned downstream oil companies. The post
deregulation period ranging from 26th June 2010 to 1st July 2014. The share prices have been
sourced from the Bombay Stock Exchange.
b) Statistical tools used are:
Correlation analysis
Regression analysis
Coefficient of determination (R²)
Beta estimation (β)
IV. ANALYSIS:
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a) Calculation of correlation between petrol prices and market price per share of
Indian Oil Corporation after deregulation (26/06/2010 to 15/08/2014): X (x-xµ) Y (Y-Yµ) (x-xµ)² (Y-Yµ)² ∑((x-xµ)(Y- Yµ)
75.03
78.42
76.42
76.31
77.19
78.16
77.41
76.79
75.84
75.33
76.77
80.71
78.68
75.75
74.88
72.96
73.32
71.04
68.55
67.61
67.26
70.38
71.62
72.68
72.68
75.17
73.42
71.56
71.87
4.36
7.75
5.75
5.64
6.52
7.49
6.74
6.12
5.17
4.66
6.1
10.04
8.01
5.08
4.21
2.29
2.65
0.37
-2.11
-3.05
-3.40
-0.28
0.95
2.01
2.01
4.50
2.75
0.89
1.20
254.20
351.5
373.2
240.71
255.19
296.63
250.11
230.5
203.7
206.1
204.9
232.65
209.35
195.75
227
212.65
234.55
252.2
285.7
265.56
216.65
246.32
284.35
283.68
316.95
298.8
314.9
348.95
296.35
-21.1
76.2
97.9
-34.59
-20.11
21.33
-25.19
-44.8
-71.6
-69.2
-70.4
-42.65
-65.95
-79.55
-48.3
-62.65
-40.75
-23.1
10.4
-9.74
-58.65
-28.98
9.05
8.38
41.65
23.5
39.6
73.65
21.05
19.00
60.06
33.09
31.89
42.54
56.21
45.46
37.51
26.80
21.78
37.21
100.90
64.16
25.85
17.74
5.26
7.03
0.13
4.48
9.31
11.57
0.08
0.90
4.05
4.05
20.27
7.60
0.79
1.44
445.21
5806.44
9584.41
1196.468
404.4121
454.9689
634.5361
2007.04
5126.56
4788.64
4956.16
1819.023
4349.403
6328.203
2332.89
3925.023
1660.563
533.61
108.16
94.8676
3439.823
839.8404
81.9025
70.2244
1734.723
552.25
1568.16
5424.323
443.1025
-91.996
590.55
562.925
-195.088
-131.117
159.7617
-169.781
-274.176
-370.172
-322.472
-429.44
-428.206
-528.26
-404.114
-203.343
-143.469
-107.988
-8.547
-21.944
29.707
199.41
8.1144
8.5975
16.8438
83.7165
105.75
108.9
65.5485
25.26
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71.79
71.47
72.60
72.31
72.98
72.98
72.37
71.53
74.47
74.70
76.79
68.97
69.77
72.08
70.21
66.95
66.65
61.47
61.82
59.22
56.12
55.79
55.78
55.02
54.73
54.63
1.12
0.80
1.93
1.64
2.31
2.31
1.7
0.86
3.80
4.03
6.12
-1.7
-0.89
1.41
-0.45
-3.71
-4.01
-9.2
-8.84
-11.45
-14.54
-14.88
-14.88
-15.65
-15.93
-16.03
281.43
215.64
346.97
311.05
280.25
301
284.7
255
263.2
313.88
331
233.45
278
400.25
378.15
370.88
364
302.5
309.45
288.43
223.68
216.55
274.98
264.3
261
203
6.13
-59.66
71.67
35.75
4.95
25.7
9.4
-20.3
-12.1
38.58
55.7
-41.85
2.7
124.95
102.85
95.58
88.7
27.2
34.15
13.13
-51.62
-58.75
-0.32
-11
-14.3
-72.3
1.26
0.64
3.75
2.69
5.34
5.35
2.89
0.74
14.47
16.28
37.45
2.89
0.79
1.99
0.20
13.78
16.10
84.64
78.18
131.10
211.48
221.41
221.63
244.92
253.84
257.04
37.5769
3559.316
5136.589
1278.063
24.5025
660.49
88.36
412.09
146.41
1488.416
3102.49
1751.423
7.29
15612.5
10578.12
9135.536
7867.69
739.84
1166.223
172.3969
2664.624
3451.563
0.1024
121
204.49
5227.29
6.8656
-47.728
138.3231
58.63
11.4345
59.367
15.98
-17.458
-45.98
155.4774
340.884
71.145
-2.403
176.1795
-46.2825
-354.602
-355.687
-250.24
-301.886
-150.339
750.5548
874.2
4.7616
172.15
227.799
1158.969
Xµ=∑X/N
= 3887.212/55
∑(x-xµ)=
0.29
Yµ=∑Y/N
=15141.84/55
∑(Y-Yµ)=
0.34
∑(x-xµ)²=
2526.64
∑(Y-Yµ)² =
145345.32
∑((x-xµ)(Y- Yµ)=
785.0892
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=70.67 = 275.30
Corr (x, y) = 0.04
b)Calculation of regression coefficient with the above variables:
Testing Y on X=0.310
Testing X on Y=0.0054, Coefficient of regression = √0.310* 0.0054 = 0.040
C)Calculation of coefficient of determination:
(r) ²= (0.04)² = 0.0016
d) Calculation of Beta (β):
β = Cov (y, x) / ∑(x-xµ) ²
β = 785.0892 / 2526.64 = 0.310
b) Calculation of correlation between petrol prices and market price per share of
Hindustan Petroleum Corporation limited after deregulation (26/06/2010 to
15/08/2014):
X (x-xµ) Y (Y-Yµ) (x-xµ)² (Y-Yµ)² ∑((x-xµ)(Y- Yµ)75.05
78.08
76.39
76.3
77.14
78.13
77.38
76.76
75.82
75.32
76.77
80.72
4.4
7.43
5.74
5.65
6.49
7.48
6.73
6.11
5.17
4.67
6.12
10.07
414
425
455.15
302.3
303.15
264.45
250.32
227.4
229.45
206
190.45
187
109.33
120.33
150.48
-2.37
-1.52
-40.22
-54.35
-77.27
-75.22
-98.67
-114.22
-117.67
19.36
55.20
32.94
31.92
42.12
55.95
45.29
37.33
26.72
21.80
37.45
101.40
11953.05
14479.31
22644.23
5.6169
2.3104
1617.648
2953.923
5970.653
5658.048
9735.769
13046.21
13846.23
481.052
894.0519
863.7552
-13.3905
-9.8648
-300.846
-365.776
-472.12
-388.887
-460.789
-699.026
-1184.94
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78.68
75.75
74.88
72.98
73.33
71.05
68.53
67.63
67.26
70.36
71.61
72.67
72.66
75.15
73.4
71.56
71.87
71.8
71.5
72.58
72.29
73.01
73.01
72.4
71.51
74.48
74.68
76.78
68.98
69.78
8.03
5.1
4.23
2.33
2.68
0.4
-2.12
-3.02
-3.39
-0.29
0.96
2.02
2.01
4.5
2.75
0.91
1.22
1.15
0.85
1.93
1.64
2.36
2.36
1.75
0.86
3.83
4.03
6.13
-1.67
-0.87
267
200.05
233.05
244.98
253.8
261.8
281.3
307.15
314.85
285.95
285.95
308.54
305.1
302.45
310.1
362.85
325.85
341.85
294.9
302.65
317.45
337.45
341.85
346.15
335.05
301.3
350
368.31
199.6
469.82
-37.67
-104.62
-71.62
-59.69
-50.87
-42.87
-23.37
2.48
10.18
-18.72
-18.72
3.87
0.43
-2.22
5.43
58.18
21.18
37.18
-9.77
-2.02
12.78
32.78
37.18
41.48
30.38
-3.37
45.33
63.64
-105.07
165.15
64.48
26.01
17.89
5.42
7.18
0.16
4.49
9.12
11.49
0.08
0.92
4.08
4.04
20.25
7.56
0.82
1.48
1.32
0.72
3.72
2.68
5.56
5.56
3.06
0.73
14.66
16.24
37.57
2.78
0.75
1419.029
10945.34
5129.424
3562.896
2587.757
1837.837
546.1569
6.1504
103.6324
350.4384
350.4384
14.9769
0.1849
4.9284
29.4849
3384.912
448.5924
1382.352
95.4529
4.0804
163.3284
1074.528
1382.352
1720.59
922.9444
11.3569
2054.809
4050.05
11039.7
27274.52
-302.49
-533.562
-302.953
-139.078
-136.332
-17.148
49.5444
-7.4896
-34.5102
5.4288
-17.9712
7.8174
0.8643
-9.99
14.9325
52.9438
25.8396
42.757
-8.3045
-3.8986
20.9592
77.3608
87.7448
72.59
26.1268
-12.9071
182.6799
390.1132
175.4669
-143.681
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72.09
70.2
66.95
66.65
61.45
61.78
59.18
56.09
55.77
55.74
54.99
54.69
54.59
1.44
-0.45
-3.7
-4
-9.2
-8.87
-11.47
-14.56
-14.88
-14.91
-15.66
-15.96
-16.06
485.66
480
330.56
384.65
289.77
311.88
315.66
243.65
310.22
308
265.55
221.12
198.65
180.99
175.33
25.89
79.98
-14.9
7.21
10.99
-61.02
5.55
3.33
-39.12
-83.55
-106.02
2.07
0.20
13.69
16
84.64
78.67
131.56
211.99
221.41
222.30
245.23
254.72
257.92
32757.38
30740.61
670.2921
6396.8
222.01
51.9841
120.7801
3723.44
30.8025
11.0889
1530.374
6980.603
11240.24
260.6256
-78.8985
-95.793
-319.92
137.08
-63.9527
-126.055
888.4512
-82.584
-49.6503
612.6192
1333.458
1702.681
Xµ=∑X/N
= 3886.20/55
= 70.65
∑(x-xµ)=
0.45
Yµ=∑Y/N=
16757.19/55=304.67
∑(Y-Yµ)
= 0.34
∑(x-xµ)²=
2528.9
∑(Y-Yµ)² =
278287.7
∑((x-xµ)(Y- Yµ)=
2024.14
Corr (x, y) = 0.0763
B) Calculation of regression coefficient with the above variables:
Testing Y on X
byx= 111327.7-0.153/ 139089.5-.2025= 0.80
Testing X on Y
bxy= 111327.7-0.153 / 15305823.38= 111327.54/15305823.38= 0.0072
Coefficient of regression: √0.80 * 0.0072 = √0.00576 = 0.075
C) Calculation of coefficient of determination:
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(r) ²= (Co efficient of correlation) ²
(r) ²= (0.0763)² = 0.00582
D) Calculation of Beta (β):
β = Cov (y, x) / ∑(x-xµ) ²
β =2024.14/ 2528.9= 0.80
C) Calculation of correlation between petrol prices and market price per share of
Bharat Petroleum Corporation limited after deregulation (26/06/2010 to 15/08/2014):
X (x-xµ) Y (Y-Yµ) (x-xµ)² (Y-Yµ)² ∑((x-xµ)(Y- Yµ)
75.10
78.09
76.40
76.33
77.15
78.12
77.37
76.72
75.77
75.27
76.72
80.67
78.62
75.72
74.85
72.95
73.31
71.03
68.53
67.58
4.46
7.45
5.76
5.69
6.51
7.48
6.73
6.08
5.13
4.63
6.08
10.03
7.98
5.08
4.21
2.31
2.67
0.39
-2.11
-3.06
613591.8
627.6
435.25
446.65
377.65
376.98
364.91
343.8
355.6
326.4
378.46
363.87
356.36
340.35
361.41
429.6
401.42
395.79
391.03
371.56
224.5
203.3
239.1
46.75
58.15
-10.85
-11.52
-23.59
-44.7
-32.9
-62.1
-10.04
-24.63
-32.14
-48.15
-27.09
41.1
12.92
7.29
2.53
19.8916
55.5025
33.1776
32.3761
42.3801
55.9504
45.2929
36.9664
26.3169
21.4369
36.9664
100.600
63.6804
25.8064
17.7241
5.3361
7.1289
0.1521
4.4521
9.3636
50400.2
41330.8
57168.8
2185.56
3381.42
117.722
132.710
556.48
1998.09
1082.41
3856.41
100.801
606.636
1032.98
2318.4
733.868
1689.21
166.926
53.1441
6.4009
1001.27
1514.58
1377.21
266.007
378.556
-81.158
77.5296
143.427
229.311
152.327
377.568
100.701
196.547
163.271
202.712
62.5779
109.737
5.0388
15.3819
-7.7418
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67.23
70.35
71.6
72.65
72.64
75.14
73.39
71.55
71.86
71.79
71.49
72.59
72.29
72.97
72.97
72.37
71.52
74.47
74.67
76.75
68.95
69.77
72.07
70.17
66.92
66.62
61.42
61.76
59.16
56.06
55.76
-3.41
-0.29
0.96
2.01
2
4.5
2.75
0.91
1.22
1.15
0.85
1.95
1.65
2.33
2.33
1.73
0.88
3.83
4.03
6.11
-1.69
-0.87
1.43
-0.47
-3.72
-4.02
-9.22
-8.88
-11.48
-14.58
-14.88
380.12
377.9
361.3
368.49
386.4
380.15
399.23
381.6
345.36
328.5
348
357.65
359.6
365.85
372.87
372.5
368.78
347.13
381.29
362.12
377.53
389.63
401.11
390.1
384.45
391.25
395
395.75
390.07
385.78
-16.94
-8.38
-10.6
-27.2
-20.01
-2.1
-8.35
10.73
-6.9
-43.14
-60
-40.5
-30.85
-28.9
-22.65
-15.63
-16
-19.72
-41.37
-7.21
-26.38
-10.97
1.13
12.61
1.6
-4.05
2.75
6.5
7.25
1.57
-2.72
11.6281
0.0841
0.9216
4.0401
4
20.25
7.5625
0.8281
1.4884
1.3225
0.7225
3.8025
2.7225
5.4289
5.4289
2.9929
0.7744
14.6689
16.2409
37.3321
2.8561
0.7569
2.0449
0.2209
13.8384
16.1604
85.0084
78.8544
131.790
212.576
221.414
286.963
70.2244
112.36
739.84
400.400
4.41
69.7225
115.132
47.61
1861.06
3600
1640.25
951.722
835.21
513.022
244.296
256
388.878
1711.47
51.9841
695.904
120.340
1.2769
159.012
2.56
16.4025
7.5625
42.25
52.5625
2.4649
7.3984
57.7654
2.4302
-10.176
-54.672
-40.02
-9.45
22.9625
9.7643
-8.418
-49.611
-51
-78.975
50.9025
-67.337
52.7745
27.0399
-14.08
75.5276
166.721
44.0531
44.5822
9.5439
1.6159
-5.9267
-5.952
16.281
-25.355
-57.72
-83.23
22.8906
40.4736
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55.73
54.98
54.7
54.6
-14.91
-15.66
-15.94
-16.04
387
397.03
378.03
310.68
-1.5
8.53
-10.47
-77.82
222.308
245.235
254.083
257.281
2.25
72.7609
109.620
6055.95
22.365
-133.58
166.891
1248.23
Xµ=∑X/N
3885.26/55
= 70.64
∑(x-xµ)=
= 0.06
Yµ=∑Y/N
21367.74/54
= 388.50
∑(Y-Yµ)=
= 0.24
∑(x-xµ)²==
2527.17
∑(Y-Yµ)² =
190168.03
∑((x-xµ)(Y- Yµ)=
3303.729
Corr (x, y) = 3303.729/21922.31 = 0.150
b) Calculation of regression coefficient with the above variables:
Testing Y on X
byx= 181705.09−0.0144/ 138994.35−(0.0036)= 181705.07/138994.34= 1.3
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Testing X on Y
bxy= 181705.07/ 10459241.65−.0576= 0.017
Coefficient of regression: √1.3*0.017 = √0.00221 = 0.148
c) Calculation of coefficient of determination:
(r) ²= (Co efficient of correlation) ²
(r) ²= (0.150)² = 0.0225
d) Calculation of Beta (β):
β = Cov (y, x) / ∑(x-xµ) ²
β =3303.729/2527.17= 1.30
Analysis:
1) Indian oil corporation:
Indian Oil Corporation has a positive correlation coefficient of 0.04, which means that the
market price of the shares of Indian Oil Corporation responds positively to the changes in the
prices of the petrol prices. This correlation though positive, is very weak. The reason for the
weakness is the fact that as of now, only prices of petrol has been deregulated. Prices of
diesel and LPG are still under regulation of the Government. The price of a share is the
function of the present value of the future earnings. Once when these two products too get
decontrolled, the earnings of the company shall increase manifold times and this will enhance
the share prices of the oil companies and make the correlation stronger. Regression analysis
of Y upon X reveals that its coefficient is 0.040. Where, Y = Market price of the share and
X= petrol prices. Moreover, besides the cash flows generating from the pricing of the
products, share prices depend upon a number of factors like operating costs, interest
commitments, operating profits, net profits etc. The coefficient of determination (R) ² for
Indian Oil Corporation is 0.0016. This highlights the extent change in petrol prices explains
the change in market price of the share of IOC. Beta estimation (β) gives a figure of 0.31;
which means that the market share price of IOC is 31% sensitive to the changes in the petrol
price changes. Beta coefficient is expected to change (+/-) once the share prices fully reflect
the change in earning of the company factored in by the complete deregulation of diesel and
LPG.
2) Hindustan petroleum corporation limited:
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Indian Oil Corporation has a positive correlation coefficient of 0.0763, which means that the
market price of the shares of Hindustan Petroleum Corporation limited responds positively to
the changes in the prices of the petrol prices. This correlation though positive, is very weak.
The reason for the weakness is the fact that as of now, only prices of petrol has been
deregulated. Prices of diesel and LPG are still under regulation of the Government. The price
of a share is the function of the present value of the future earnings. Once when these two
products too get decontrolled, the earnings of the company shall increase manifold times and
this will enhance the share prices of the oil companies and make the correlation stronger.
Regression analysis of Y upon X reveals that its coefficient is 0.075. Where, Y = Market
price of the share and X= petrol prices. Moreover, besides the cash flows generating from the
pricing of the products, share prices depend upon a number of factors like operating costs,
interest commitments, operating profits, net profits etc. The coefficient of determination (R) ²
for HPCL is 0.00582. This highlights the extent change in petrol prices explains the change
in market price of the share of HPCL. Beta estimation (β) gives a figure of 0.80; which
means that the market share price of HPCL is 80% sensitive to the changes in the petrol price
changes. Beta coefficient is expected to change (+/-) once the share prices fully reflect the
change in earning of the company factored in by the complete deregulation of diesel and
LPG.
3) Bharat petroleum corporation limited:
Bharat Petroleum Corporation limited has a positive correlation coefficient of 0.150, which
means that the market price of the shares of Bharat Petroleum Corporation limited responds
positively to the changes in the prices of the petrol prices. This correlation though positive, is
very weak. The reason for the weakness is the fact that as of now, only prices of petrol has
been deregulated. Prices of diesel and LPG are still under regulation of the Government. The
price of a share is the function of the present value of the future earnings. Once when these
two products too get decontrolled, the earnings of the company shall increase manifold times
and this will enhance the share prices of the oil companies and make the correlation stronger.
Regression analysis of Y upon X reveals that its coefficient is 0.148. Where, Y = Market
price of the share and X= petrol prices. Moreover, besides the cash flows generating from the
pricing of the products, share prices depend upon a number of factors like operating costs,
interest commitments, operating profits, net profits etc. The coefficient of determination (R) ²
for BPCL is 0.0225. This highlights the extent change in petrol prices explains the change in
market price of the share of BPCL. Beta estimation (β) gives a figure of 1.30; which means
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that the sensitivity of market price per share of BPCL’s share is highly sensitive to the
changes in the petrol price changes. Beta coefficient is expected to change (+/-) once the
share prices fully reflect the change in earning of the company factored in by the complete
deregulation of diesel and LPG.
On the basis of the above analysis, the alternate hypothesis that deregulation will affect the
share prices of the oil companies moderately is being proved and accepted , while the null
hypothesis that deregulation will not affect the share prices of the oil marketing companies, is
rejected.
V.CONCLUSION & SUGGESTIONS:
After attempting a study of the post deregulation (partial) era of the Indian petroleum sector,
the conclusion which has been arrived at is that deregulation is beneficial for the
stakeholders, as the increase in price of the petrol products does increase the market price of
the shares of the oil companies. Deregulation also creates wealth for the stakeholders of the
oil companies and more importantly, it reduces the financial burden of subsidies from the
shoulders of the Government. The time is best suited for the Petrol and diesel markets to be
decontrolled by the Government of India. The Government should gradually increase current
maximum prices for products so as to ease the transition to higher and somewhat more
permanent price ceilings. Increasingly liberalised petroleum and diesel markets would
represent a significant step in reducing the massive cost of product subsidies for the
Government of India.
It is hereby suggested that:
I.The Government decontrols the entire Indian oil sector and gives liberty to the oil
marketing companies to fix the retail prices as per the interaction of forces of demand and
supply and alignment of the international prices.
II. Do away completely with the subsidy payments
III. Use the money so saved for other growth oriented sectors and schemes so that domestic production can be increased and we can have an export edge thereby reducing the balance of payments.
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REFERENCES:
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