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Financial Performance Drives Market
Performance-An Evidence from Indian
Industries 1E. Geetha and
2Satish Kumar
1Department of Commerce,
Manipal University, Manipal.
[email protected] 2Department of Commerce,
Manipal University, Manipal.
Abstract
The use of technical analysis enables the practitioners such as investors,
financial analysts, and traders, to formulate a basic trendline, to help
identify how the prices of the stocks would change. Fundamental analysis,
on the other hand, uses the resources provided by the company’s financial
reports such as annual growth, Revenue, and expenses etc., to provide
evidence of price fluctuation in the near future. The paper aims to
understand the trends in the market fluctuation of three major sectors of
the Indian market. The paper investigates the dependence of the change in
the market price of a share due to factors such as Eps and Profit. A
correlation analysis is carried out to understand the extent to which the
earnings per share and the profits of the company affect the average prices
of the same company. Overriding the significance of the correlation
between the factors a regression analysis is also conducted to identify the
association between the prices and EPS/Profit. Further, a regression
analysis is conducted to analyze the relationship between Average Price of
a share and the following factors: Dividend Paid per share, Dividend Yield
per Share, Book value of the share, EPS, Profit and Return on Equity.
Key Words:Technical, financial, market price, EPS,DPS.
International Journal of Pure and Applied MathematicsVolume 116 No. 21 2017, 787-798ISSN: 1311-8080 (printed version); ISSN: 1314-3395 (on-line version)url: http://www.ijpam.euSpecial Issue ijpam.eu
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1. Introduction
The use of Technical and financial analysis to predict the movement of share
prices in the market has been an age-old trend. The use of such tools enables the
practitioners such as investors, financial analysts, and traders, to formulate a
basic trendline, to help identify how the prices of the stocks would change.
Fundamental analysis approach uses the resources provided by the company’s
financial reports such as annual growth, Revenue, and expenses etc. (Murphy,
1999). However, the technical analysis is solely based on the historic prices of
the share and involves the use of trend analysis and identification of recurring
patterns. This information is then used to predict the possible value of the shares
(Turner, 2007).
This paper focuses on highlighting the correlation between the Earnings per
share of a firm and Profits of the firm with the average prices of the same firm.
Three of the booming sectors of the Indian market were identified and 10 firms
each were chosen based on their market capitalization. A correlation analysis
was carried forward between the firm’s average opening price, average closing
price, average high price and average low price. Further regression analysis was
conducted to identify the dependence of the average share price of the firm with
the factors such as dividend yield ratio, dividend per share, the book value of
the share and the Eps of the firm specifically for the banking industry.
Earnings per share are the part of the profit that has been given out to each
common share after deducting the net taxes and preferred share dividends. It is
calculated by dividing the net income (fewer taxes and preferred dividend) by
the total number of shares outstanding in the market.
Accounting Profit is calculated as a difference between the revenue and the
expenses of a firm. Here explicit costs are considered i.e. those incurred due to
the production and sale of goods and services by the firm. The taxable income
and the financial performance of the firm.
2. Review of Literature
The effect of a change in price due to the dividend stream was first mapped by
Gordon (Gordon, 1959) since there have been multiple models developed in this
field. A positive and non-linear relationship was found between the stock prices,
its returns and the expected dividend yield from that investment made. The
prediction of the dividends, however, is based solely on the information that the
investor had ex-ante. (Litzenberger & Ramaswamy, 1982). Some researchers
also argue that changes in the financial markets are purely based on the
investment trends followed by the investors. Though the market patterns give a
basic understanding of the market trends the relevance of the prediction is not
absolute (Chitra, 2011).
International Journal of Pure and Applied Mathematics Special Issue
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The use of the technical analysis to identify the profitability of an investment
made in a particular share helps investors identify and recognize the market
patterns and make a successful investment. The use of technical indicators
which are published by the firms themselves helps predict the trends and
movement of the shares (Pandya, 2013).The analysis of the right data in the
right manner under that guideline of technical analysis can help investors gauge
the short term and medium term movement in the share prices. This enables the
investor to take the right investment decision which is beneficial and
remunerative in nature (Boobalan, 2014).In a study done by Anup Kumar Saha
and Ashiquer Rahman Bhuiyan showed that there is a positive relationship
between Dividend Yield Ratio (1% sig.) and Earnings Per Share (5% sig.) with
the price of the share (Saha & Bhuiyan, 2014).
Some researchers have also found that factors such as the rate of exchange of
the currency of a country have an impact on the price of the shares for a
company which is listed on that particular stock exchange. However, there is no
dependency on the value of the dollar or the stock cannot be used to predict the
value of the stock in the near future. (Nieh & Lee, 2001).
3. Objective of the Study
Analyzing the market trends of the Banking, Pharma and Cement Sector.
Finding the relationship between the average prices of the company with
its EPS and Profits
To examine the correlation, dependence and significance between EPS
and Profit with that of the average prices of the company
Identifying the relationship between Average price and the following
factors: Dividend Paid per share, Dividend Yield per Share, Book value
of the share, EPS, Profit and Return on Equity.
4. Methodology
The paper has been completed in three parts as shown in the flow chart:
a. Identification of companies within the three industries
The market capitalization of each of the banks, cement factors, and pharma
companies was found and based on their market capitalization as on 6th
September 2016. The study restricted itself to the companies listed in the
national Stock Exchange of India. The following are the companies under each
of the sectors.
Identification of companies
Data sourcing for each company
Analysis and Interpretation of
data
International Journal of Pure and Applied Mathematics Special Issue
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Banking Pharmaceutical Cement
State Bank of India Sun Pharma UltraTechCement
Bank of Baroda Dr.Reddy's Labs Shree Cements
Punjab National Bank Cipla Ambuja Cements
Central Bank Aurobindo Pharm ACC
Canara Bank Cadila Health Dalmia Bharat
HDFC Bank Divis Labs Ramco Cements
ICICI Bank Piramal Enter Prism Cement
Axis Bank Torrent Pharma J. K. Cement
Kotak Mahindra Bank GlaxoSmithKline JK Lakshmi Cement
IndusInd Bank Glenmark Birla Corp
b. Data collection for each of the industries and its companies
Data related to the market capitalization of each of the firms was retrieved from
moneycontrol.com while data related to the shares prices and other economic
factors was sourced from the National stock Exchange of India’s online
historical data section. Under this, the information relating to the security wise
price and deliverable position data specific to the Equity shares of the company
was retrieved and analyzed. Company wise information for the previous 5 years
starting FY, 2011 and ending 31st August 2016 was taken into consideration for
the analysis.
c. Analysis and Interpretation of data
The data was analyzed in two ways
A correlation analysis was performed in order to identify the strength of
the relationship between the Average prices of the companies i.e
Average high price, Average low price, Average open price and Average
close price with that of the Earnings per share and the Net profit of the
company. The correlation was not only for each company but also for
the industry as a whole.
A multi-level regression analysis was performed on understanding the
extent of the relationship between the average price of the share and the
following factors: Dividend paid per share, dividend yield, the book
value of the share and the return on equity of the share. This analysis
was done only at an industry level and not company level.
5. Analysis and Findings
This study draws its data from 3 primary sectors banking, pharma, and cement.
10 firms in each of the sectors were identified based on their market
capitalization. Data pertaining to High price, Low price, Opening price and the
closing price was collected for the financial years starting 201, on a daily basis.
Yearly data comprised of five or six years as available. 12420 data points were
collected for each of the sectors amounting to a total of 37260 data points. The
mathematical model used in this study is based on the assumption that the
Earnings per share (EPS) is a function of price–highest, lowest, opening and
closing. The same has been assumed for Net profit. This study, however,
International Journal of Pure and Applied Mathematics Special Issue
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restricts itself to identifying the correlation between the predictor and predicted
variables and the study limit itself to inferring about the significance of the
correlation and no further. The analysis is done sector wise as well as company
wise:
Table 5.1: Banking (Overall)
Correlation T- Observed (n=60) P Value
EPS Profit EPS Profit EPS Profit
Averages High price 0.04020 0.4132 0.3011 3.3958 0.7644 0.0012
Average Open price 0.16738 0.4282 1.2705 3.5466 0.2091 0.0007
Average low price 0.03884 0.4172 0.2908 3.4359 0.7722 0.0011
Average Close Price 0.16001 0.4385 1.2130 3.6513 0.2301 0.0005
t Critical for n=60, 2Tailed 2.0017
Findings: In a holistic way most banks have shown a positive correlation
between profit and the predictor variables.
Table 5.2: Pharmaceuticals (Overall)
Correlation T- Observed (n=58) P Value
EPS Profit EPS Profit EPS Profit
Averages High price 0.1251 -0.0533 0.9521 -0.4030 0.3450 0.6884
Average Open price 0.1334 -0.0443 1.0166 -0.3349 0.3135 0.7389
Average low price 0.1253 -0.0528 0.9538 -0.3995 0.3441 0.6909
Average Close Price 0.1292 -0.0484 0.9840 -0.3658 0.3292 0.7158
t Critical for n-2=56,2Tailed 2.0032
Findings: Although the correlation recorded between Profit and the impacting
variables was negative, it was found to be insignificant ( P>0.05).
Table 5.3: Cement industry (Overall - Correlation)
Correlation T- Observed (n=58) P Value
EPS Profit EPS Profit EPS Profit
Averages High price 0.7201 0.2458 7.7675 1.8979 1.87E-10 0.0628
Average Open price 0.7095 0.2502 7.5354 1.9340 4.51E-10 0.0581
Average low price 0.7207 0.2486 7.7811 1.9207 1.77E-10 0.0598
Average Close Price 0.7098 0.2443 7.5411 1.8857 4.41E-10 0.0645
t Critical for n-2=56, 2Tailed 2.0032
Findings: EPS exhibits a significant correlation with the impacting factors,
unlike profit.
The data did not have enough evidence to infer affirmatively about the
correlation between the predictor variables and the EPS for the banking and the
Pharma sectors, while a similar situation was observed for the profit variable in
the Cement industry’s data. This can also be attributed to the fact that
EPS/Profit is not solely affected by the variables considered but is also due to
the other impacting variables. Overriding the lack of significance and
considering the scope of this study which aims at understanding the association
between the prices and EPS/Profit, a regression analysis was conducted to give
the following results.
International Journal of Pure and Applied Mathematics Special Issue
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Figure 5.1: Regression Analysis for Banking Sector - EPS
The R2
value for the regression line is 0.3954 (p-value for the regression
coefficient is 0.0514) indicating a lack of significance at 5% loss.
Figure 5.2: Regression Analysis for Banking Sector - Profit
The R2
value for the regression line is 0.3915 (p-value for the regression
coefficient is 0.0529) indicating a lack of significance at 5% loss.
Figure 5.3: Regression Analysis for Pharma Sector - EPS
The R2
value for the regression line is 0.058 (p-value for the regression
coefficient is 0.499) indicating a lack of significance at 5% loss.
Figure 5.4: Regression Analysis for Pharma Sector - Profit
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The R2
value for the regression line is 0.0486 (p-value for the regression
coefficient is 0.5402) indicating a lack of significance at 5% loss.
Figure 5.5: Regression Analysis for Cement Sector - EPS
The R2
value for the regression line is 0.960 (p-value for the regression
coefficient is 0.6.59E-07) indicating a high significance at 5% loss.
Figure 5.6: Regression Analysis for Cement Sector - Profit
The R2
value for the regression line is 0.094 (p-value for the regression
coefficient is 0.387) indicating a lack of significance at 5% loss. The regression
analysis reiterates the insignificance of EPS as an impacting factor for the
average price of the share. A study on factors affecting share prices indicate
other factors such as return on equity, book value per share, dividend per share,
dividend yield, price-earnings, firm size (Sharif, Purohit, & Pillai, 2015),
broadly classified into micro and macro factors (Islam, Khan, Choudhury, &
Adnan, 2014). Factors such as Book value, Earnings per share, Dividend cover,
Growth rate and Dividend yield have been studied and identified as those
impacting the share prices (Vijayakumar, 2010), (Qureshi, Abdullah, &
Imdadullah, 2012). Based on the aforementioned variables the initial model
fitted using multiple linear regression for the banking sector is as follows
Table 5.4: Regression Analysis - Banking Sector
Coefficients Standard Error t Stat P-value
Intercept 661.1808 238.0651 2.7773 0.0691
EPS 5.4611 1.6918 3.2280 0.0482
Profit 0.0420 0.0092 4.5955 0.0193
Dividend per share 4.3398 4.9439 0.8778 0.4446
Return on equity -1433.75 701.691 -2.0432 0.1336
Book value per share 0.0444 1.0968 0.0404 0.9702
Dividend yield -33991.2 10597.41 -3.2075 0.0491
The goodness of the model shows a value of 0.0351(p<0.05) with the adjusted
International Journal of Pure and Applied Mathematics Special Issue
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R2 = 0.8756, these indicating that the model is significant with an 87.56%
predictability power.
Table 5.5: Regression Statistics for the Banking Sector
Regression Statistics
Multiple R 0.9791
R Square 0.9585
Adjusted R Square 0.8756
Standard Error 126.2246
Observations 10
ANOVA
df SS MS F Significance F
Regression 6 1105152 184192 11.5607 0.0351
Residual 3 47797.94 15932.65
Total 9 1152950
Ignoring the insignificant variables in the model, namely dividend per share,
return on equity and book value of the share, the revised model showed a
reduction in the predictability power
Table 5.6: Regression Analysis (revised) for Banking Sector
Regression Statistics
Multiple R 0.9209
R Square 0.8482
Adjusted R Square 0.7723
Standard Error 170.8091
Observations 10
ANOVA
df SS MS F Significance F
Regression 3 977895.5 325965.2 11.1724 0.0072
Residual 6 175054.5 29175.75
Total 9 1152950
Hence, the best fit for the average price is given by the equation (as in table)
It can be inferred that EPS, profit, dividend per share and book value of the
share impact average price positively, whereas Return on equity and Dividend
Yield Ratio impact negatively. This inference is limited by the fact that it is
based on data from 10 firms only and cannot be completely generalized. Based
on the aforementioned variables the initial model fitted using multiple linear
regression for the Cement sector is as follows:
Table 5.7: Regression Analysis for Cement Sector
Coefficients Standard Error t Stat P-value
Intercept -319.2382 488.1401 -0.6540 0.5598
EPS 24.2266 14.0005 1.7304 0.1820
Profit -0.0371 0.3382 -0.1097 0.9196
Dividend yield -20617.1188 54589.7536 -0.3777 0.7308
International Journal of Pure and Applied Mathematics Special Issue
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Return on equity -1380.1720 5699.2583 -0.2422 0.8243
Book value per share 1.6221 1.3511 1.2005 0.3161
Dividend per share 173.7658 221.5947 0.7842 0.4902
The goodness of the model shows a value of 0.0098(p<0.05) with the adjusted
R2 = 0.9826, these indicating that the model is significant with a 98.26%
predictability power.
Table 5.8: Regression Statistics for Cement Sector
Regression Statistics
Multiple R 0.9913
R Square 0.9826
Adjusted R Square 0.9478
Standard Error 489.9312
Observations 10.0000
ANOVA
df SS MS F Significance F
Regression 6.0000 40670907.6588 6778484.6098 28.2398 0.0098
Residual 3.0000 720097.8866 240032.6289
Total 9.0000 41391005.5454
Hence, the best fit for the average price is given by the equation (as in table)
It can be inferred that profit, return on equity and dividend yield per share has a
negative effect on the average price, while EPS, Book value of the share and
dividend per share has a positive impact. This inference is limited by the fact
that it is based on data from 10 firms only and cannot be completely
generalized. Based on the aforementioned variables the initial model fitted
using multiple linear regression for the Pharmaceutical sector is as follows:
Table 5.9: Regression Analysis for Pharmaceutical Sector
Coefficients Standard Error t Stat P-value
Intercept 1142.4089 680.5302 1.6787 0.1918
EPS 87.3825 16.7528 5.2160 0.0137
Profit -1.1854 0.3054 -3.8808 0.0303
Dividend per share -784.7280 125.2017 -6.2677 0.0082
Dividend yield 78917.7904 34305.1090 2.3005 0.1049
return on equity 386.4339 2888.2329 0.1338 0.9020
book value of the share -1.8691 1.3516 -1.3829 0.2607
International Journal of Pure and Applied Mathematics Special Issue
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The goodness of the model shows a value of 0.0278 (p<0.05) with the adjusted
R2 = 0.8942, these indicating that the model is significant with an 89.42%
predictability power. Hence, the best fit for the average price is given by the
equation.
It can be inferred that profit, book value of the share and dividend per share has
a negative effect on the average price, while EPS, return on equity and dividend
yield per share has a positive impact. This inference is limited by the fact that it
is based on data from 10 firms only and cannot be completely generalized.
Table 5.10: Regression Statistics for Pharmaceutical Sector
Regression Statistics
Multiple R 0.9822
R Square 0.9647
Adjusted R Square 0.8942
Standard Error 284.3261
Observations 10.0000
ANOVA
df SS MS F Significance F
Regression 6.0000 6634763.0347 1105793.8391 13.6786 0.0278
Residual 3.0000 242523.9430 80841.3143
Total 9.0000 6877286.9777
6. Conclusion
The information related to the prices of the shares i.e. high price, low price,
open price and close price, EPS and Profits was retrieved and a correlation
analysis was made. It was found that the data did not have enough evidence to
infer affirmatively about the correlation between the predictor variables. It was
also found that EPS/Profit is not solely affected by the variables considered but
is also due to the other impacting variables. Overriding the significance of the
correlation a regression analysis was conducted for the same factors but at an
industry level. It was found that in the case of the Pharma industry and the
profits there is a negative relationship, also a high significance was found in the
case of regression for EPS in the Cement Sector.
Broadening the spectrum of the study a regression analysis was conducted
between the average price of the shares and the other relating factors such as
dividend per share, dividend yield, the book value of the share, return on equity
ratio, Eps, and profit.
This regression model was applied only at the industry level and not for each
company individually. An 87.56% predictability power was found in the
analysis for the banking sector, 98.26% predictability power for the cement
sector and 89.42% predictability power for the pharmaceutical sector.
International Journal of Pure and Applied Mathematics Special Issue
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