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Quantitative Analysis
This course is designed to equip candidates with the essential knowledge, skills, and attitudes necessary to effectively use quantitative analysis ...
tools in business operations and decision-making. Through a comprehensive exploration of mathematical techniques, set and probability theories, operational research, hypothesis testing, and linear programming, candidates will gain the ability to solve complex business problems and make informed decisions.
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- Description
- Curriculum
- Reviews
This course is designed to equip candidates with the essential knowledge, skills, and attitudes necessary to effectively use quantitative analysis tools in business operations and decision-making. Through a comprehensive exploration of mathematical techniques, set and probability theories, operational research, hypothesis testing, and linear programming, candidates will gain the ability to solve complex business problems and make informed decisions.
Learning Outcomes
Upon successful completion of this course, candidates will be able to:
- Use Mathematical Techniques to Solve Business Problems: Apply various mathematical methods to analyze and solve problems encountered in business settings.
- Apply Set and Probability Theories in Business Decision Making: Utilize set theory and probability principles to assess risk and make strategic business decisions.
- Apply Operation Research Techniques in Decision Making: Implement operational research methods to optimize business processes and improve decision-making.
- Apply Hypothesis Testing in Analyzing Business Situations: Conduct hypothesis tests to interpret data and derive meaningful insights in business contexts.
- Apply Linear Programming to Solve Practical Business Problems: Use linear programming models to find optimal solutions for resource allocation and other business challenges
Functions
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1FunctionsVideo lesson
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2EquationsVideo lesson
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3InequalitiesVideo lesson
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4Linear EquationsVideo lesson
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5Quadratic EquationsVideo lesson
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6Cubic FunctionsVideo lesson
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7Exponential FunctionsVideo lesson
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8logarithmic functionsVideo lesson
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9Application of mathematical functionsVideo lesson
Matrix Algebra
Calculus
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17DifferentiationVideo lesson
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18Rules of differentiationVideo lesson
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19Differentiation of exponential FunctionsVideo lesson
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20Differentiation of logarithmic functionsVideo lesson
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21Turning pointsVideo lesson
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22Application of differentiation to business problemsVideo lesson
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23IntegrationVideo lesson
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24Rules of integrationVideo lesson
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25Integration of exponential functionsVideo lesson
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26Integration of Logarithmic functionsVideo lesson
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27Applications of integration to business problemsVideo lesson
Descriptive Statistics
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28Arithmetic meanVideo lesson
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29Weighted arithmetic meanVideo lesson
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30Geometric meanVideo lesson
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31Harmonic meanVideo lesson
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32Median and modeVideo lesson
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33Range, quartile, deciles, percentiles & mean deviationVideo lesson
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34Standard deviationVideo lesson
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35Coefficient of variationVideo lesson
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36Pearson’s coefficient of skewnessVideo lesson
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37Product coefficient of skewnessVideo lesson
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38Pearson’s coefficient of kurtosisVideo lesson
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39Product coefficient of kurtosisVideo lesson
Probability
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40IntroductionVideo lesson
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41Operations of setsVideo lesson
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42Venn diagramsVideo lesson
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43Probability TheoryVideo lesson
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44Types of eventsVideo lesson
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45Laws of probabilityVideo lesson
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46Conditional probabilityVideo lesson
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47Probability treesVideo lesson
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48Application of probabilityVideo lesson
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49Discrete and continuous probability distributionsVideo lesson
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50Application of probability distributionsVideo lesson
Hypothesis Testing and Estimation
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51The arithmetic meanVideo lesson
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52Standard deviationVideo lesson
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53Hypothesis tests on the meanVideo lesson
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54Hypothesis tests on proportionsVideo lesson
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55Hypothesis tests on the difference between two proportionsVideo lesson
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56Chi-Square tests of goodness of fit and independenceVideo lesson
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57Hypothesis testing using R statistical softwareVideo lesson
Correlation and Regression Analysis
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58Correlation AnalysisVideo lesson
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59Measures of correlationVideo lesson
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60Using R softwareVideo lesson
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61Regression AnalysisVideo lesson
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62Assumptions of linear regressionVideo lesson
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63Coefficient of determinationVideo lesson
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64Standard error of the estimateVideo lesson
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65Standard error of the slopeVideo lesson
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66t and F statisticsVideo lesson
Time series
Linear programming

Course details
Duration
3 Months
Lectures
81
Video
45 hours
Level
Foundation
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Working hours
Monday | 9:30 am - 6.00 pm |
Tuesday | 9:30 am - 6.00 pm |
Wednesday | 9:30 am - 6.00 pm |
Thursday | 9:30 am - 6.00 pm |
Friday | 9:30 am - 5.00 pm |
Saturday | Closed |
Sunday | Closed |