Quantitative Methods with Modeling and Simulations
Quantitative Methods with Modeling and Simulations
This course introduces quantitative techniques and computational tools for decision-making and problem-solving, with an emphasis on mathematical modeling and simulation. Topics include statistical analysis, regression, optimization, linear programming, and dynamic systems modeling. The course integrates Python programming to enhance students' ability to implement algorithms, analyze data, and build computational models. Through hands-on projects, students will learn to use Python libraries such as NumPy, pandas, matplotlib, and scipy for data analysis and simulation. This practical approach bridges theoretical foundations with real-world applications, equipping students with essential skills for systematic problem-solving in modern professional environments.
Recognize the role of quantitative methods in understanding and interpreting data in various fields.
Articulate the significance of quantitative analysis in informed decision-making and problem-solving.
Discuss the foundational principles of quantitative methods and their practical applications in real-world contexts.
Lecture 01 - Patterns and Numbers in Natures
Lecture 02 - The Fibonacci Sequence and Golden Ratio
Lecture 03 - Mathematics for our World
Quiz No. 01 - Take the Quiz!
Quiz No. 02 - Take the Quiz!
Activity No. 01:
Activity No. 02:
Differentiate between t-test, ANOVA, and Chi-square tests based on their purpose, assumptions, and application scenarios.
Interpret the results of t-test, ANOVA, and Chi-square analyses to draw meaningful conclusions from data.
Apply appropriate statistical tests (t-test, ANOVA, or Chi-square) to analyze and evaluate datasets in practical problem-solving situations.
Lecture 01 - Patterns and Numbers in Natures
Lecture 02 - The Fibonacci Sequence and Golden Ratio
Lecture 03 - Mathematics for our World
Quiz No. 01 - Take the Quiz!
Quiz No. 02 - Take the Quiz!
Activity No. 01:
Activity No. 02:
Distinguish between correlation and regression, including their purposes and the types of relationships they analyze.
Interpret the correlation coefficient and regression equation to assess the strength, direction, and nature of relationships between variables.
Apply correlation and regression techniques to analyze data and predict outcomes in real-world scenarios.
Lecture 01 - Patterns and Numbers in Natures
Lecture 02 - The Fibonacci Sequence and Golden Ratio
Lecture 03 - Mathematics for our World
Quiz No. 01 - Take the Quiz!
Quiz No. 02 - Take the Quiz!
Activity No. 01:
Activity No. 02:
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