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Impact of GDP on Stock Price Index 2.edited (1) (1)

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Impact of GDP on Stock Price Index: a case study of
the UK
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Table of Contents
1.0 Introduction .......................................................................................................................... 3
2.0 Background of Study ........................................................................................................... 3
3.0 Data and Methodology ......................................................................................................... 4
4.0 Analysis and Discussion ...................................................................................................... 5
4.1 Descriptive Statistics Analysis ......................................................................................... 5
4.2 Inferential Analysis .......................................................................................................... 6
5.0 Conclusion ........................................................................................................................... 8
Reference ................................................................................................................................... 9
1.0 Introduction
The stock price will increase or decrease depending on how much demand there is for it; this
is how the stock market fluctuates. Like other economic indicators, the gross domestic
product grows whenever individuals, companies, and governments show demand by
increasing spending (Forbes.com, 2022). It has been seen that GDP declines as consumption
declines. That is why the stock market and the GDP go hand in hand. Understanding GDP is
essential to follow the stock market in real-time or predicting where it will go.The stock
market fluctuates in response to demand; stock prices rise directly to demand and vice versa
(Forbes.com, 2022). Like other economic indicators, GDP increases as governments, firms,
and consumers spend more money (Demir, 2019). GDP falls when expendituredecelerates.
As a result, the stock market and GDP are inextricably linked. Understanding GDP is critical
if the goal is to track the stock market in real-time or predict where it will go.
This current study aims to evaluate the impact of GDP on the UK stock market index. The
study applies statistical analysis techniques such as descriptive and inferential statistics,
including correlation and regression analysis, to shed light on the chosen topic.
2.0 Background of the Study
Gross domestic product (GDP) determines whether the economy is expanding or contracting.
The two methods to calculate the GDP: are expenditure and income. Expenditure GDP
considers all spending on goods and services, including spending by individuals,
corporations, and the government (Forbes.com, 2022). This figure also includes our imports
and exports. Income-based GDP considers all income, including wages, profits and capital
gains. To obtain an accurate GDP figure, depreciation and sales tax adjustments are
frequently made (Demir, 2019). The figures are adjusted for inflation in both cases, and the
resulting figure is referred to as real GDP. According to Chung et al. (2021), because prices
naturally rise over time, failing to account for inflation skews the calculations, making it
difficult to determine whether the economy is expanding or contracting. GDP is calculated
annually, published quarterly, and in a year-end report. Further, the study has also concluded
that it is critical to understand that the gross domestic product is a late indicator of the state of
the economy because the final indicator for a given quarter is revealed only a month after the
quarter ends (Chung et al., 2021). A stock market index, also known as a stock index, is a
statistical measure of market changes. Grouping similar shares form it from among securities
listed on the stock exchange, with the selection criteria being company size, market value, or
type of activity.According to Demir(2019), the change in the prices of the target securities
affects the index's total value. If prices rise, the index rises, and if they fall, the index will
also fell. Stock indices are required to know the market sentiment. As an investor, by looking
at the indices, you can identify the pattern of the market and decide which stocks can turn out
to be a winning bet (Huyet al., 2021). In addition to helping you zero in on stocks when
investing, indexes are a barometer for peer comparison. If a stock has outperformed the
index, it is said to have outperformed.
On the other hand, when it produced lower yields, it probably performed worse. Stock indices
also help identify trends in a particular industry and make investment decisions
accordingly(Datet al., 2020). They also help make passive investing, i.e., in a portfolio of
securities that is very similar to an index. By investing passively, you can reduce the cost of
the stock research and selection process.As the gross national product increases, corporate
profits increase, leading to an increase in inventories.
3.0 Data and Methodology
The study considers the monthly GDP of the UK (seasonally adjusted) (Fred, 2022). At the
same time, the FTSE100 index is considered the stock market index (Investing, 2022). The
researcher also considered inflation rate data as confounding variable for this study (UK
historical inflation rates - 1988 to 2022). Data were extracted from several data sets to
compile in one single data set. In this data set, there are 253 observations in total. There are
three attributes, i.e., date, price and Gross Domestic Product (GDP). The dates run from
February 1, 2001, to February 1, 2022. This case study's main aim is to analyse GDP's impact
on the Stock Price Index. For that reason, the Stock Price Index is the dependent variable, and
GDP will act as the independent variable. The necessary statistical analysis or tests are
performed using the STATA statistical software application. The following tests are
performed for the study:
1. Descriptive Statistics.
2. Pearson's Correlation test.
3. Regression Analysis.
4.0 Analysis and Discussion
4.1 Descriptive Statistics Analysis
A descriptive statistical test has been conducted on the STATA software application. Two
variables, price and Gross Domestic Product, were chosen from the data set for descriptive
statistical analysis. It can be observed from the following results that the total number of
observations in the data set was 253. The mean or the average stock price over the years was
5936.28, which is about 5936, and the mean of GDP was 99.67, which is about 100, from
February 1, 2001, to February 1, 2022. In these years, the minimum and maximum marks in
the variable price were 3567.4 and 7748.76, respectively. On the other hand, the minimum
and maximum for Gross Domestic Product were 82.85 and 102.85, respectively. Standard
deviation measures how to spread out the price and GDP data concerning the mean. Finally,
the average inflation rate over the study period is 2.08% with standard deviation 1.09%.
Table 1: Descriptive Statistic Table
4.2 Inferential Analysis
4.2.1 Correlation Analysis
When two variables are assessed using the same interval or ratio scale, Pearson's correlation
coefficient describes the relationship. A measurement of how closely two continuous
variables are related is called the Pearson coefficient. The Pearson coefficient, which has a
numerical range of -1 to 1, is stated numerically similar to the correlation coefficient used in
linear regression.When two or more variables are fully positively correlated, the outcome is a
value of 1. Both variables travel in the same direction if there is a positive correlation. A
negative correlation, in contrast, shows that as one variable rise, the other falls. A value of -1,
on the other hand, denotes a wholly negative association. Inverse proportionality describes
them. The correlation is zero.Price and Gross Domestic Product were correlated using
Pearson's Correlation in this case study. As a result, the correlation coefficient was + 0.13,
according to the findings. A very weak and positive association can be inferred from the
findings. When two variables have a low positive correlation, the relationship between them
should get stronger relative to one another. The correlation between FTSE100 and inflation
rate is -0.1070, which indicates that there is a negative relationship exists between inflation
and FTSE100 index.
Table 2: Pearson's Correlation
4.2.2 Regression Analysis
An analysis of regression was then performed on the data set. A collection of statistical
techniques known as regression analysis is used to determine if one or more independent and
dependent variables are related. For this specific test, below hypothesis was formed:
Null Hypothesis (H0): There is no significant impact exists of GDP and inflation rate on
Stock Price Index (FTSE100);
Alternative Hypothesis (H1): There is a significant impact exists of GDP and inflation rate on
Stock Price Index (FTSE100);
The Regression model calculates the sum of squares, degree of freedom, and mean squared
errors in the first section of the model table. It shows the total 253 observations, F statistic, R
squared and adjusted R square value. The most important value is in the next section of the
model, which is the P value. The assumed significance level in this test was 95 % which is
0.05 in number. The P value, in this case, was 0.035, which is less than 0.05. So, the null
hypothesis is rejected, which clearly means there is a relationship or association between the
two variables. It confirms that a change in the independent variable, the GDP and inflation
rate, will also influence a change in the price. Further, the regression equation can be
obtained as:
Stock Price Index (FTSE100) = 679.591 + 54.6898 * GDP – 9352.27 * Inflation rate
Table 3: Regression Analysis
5.0 Conclusion
Thus, to conclude, it can be said that the purpose of the study was to check the effect of GDP
and inflation rate on the Stock Price Index. According to the findings, it can be concluded
that consumption slows down, GDP will fall. As a result, the stock market and gross domestic
product are linked. Understanding GDP is essential if the goal is to track the stock market in
real-time or to know where it might go. First, the descriptive statistical analysis was
performed using the minimum, maximum and mean values. Next, Pearson's Correlation was
performed, and the result showed a very low positive correlation between the two variables. It
indicates that the relationship is not very strong, but one variable influences the other to
change. Lastly, the Regression analysis was performed. It resulted in the rejection of the Null
hypothesis as the P value was less than the significance level of 0.05. This shows that the
independent variable influences the dependent variable to change, i.e., there was a
relationship between the GDP and the Stock Price Index.
Reference
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