Welcome to the world of mathematics tailored specifically for the natural sciences. This meticulously crafted PDF, titled “Mathematics for Natural Sciences,” is designed to equip you with the mathematical tools and concepts necessary to navigate the quantitative aspects of natural science research. Whether you’re a freshman, student, researcher, or enthusiast, this resource will serve as your trusted companion in understanding and applying mathematics within the context of the natural sciences.
Course Information:
- Prepared by:
- Ato Arbsie Yasin
- Dr. Berhanu Bekele
- Dr. Berhanu Guta
- Ato Wondwosen Zemene
- Content Page:
- Chapter 1: Propositional Logic and Set Theory
- Explore the fundamentals of propositional logic.
- Learn about logical connectives, compound propositions, tautology, contradiction, open propositions, quantifiers, and arguments.
- Dive into the world of set theory, including the concept of sets, set descriptions, and set operations.
- Chapter 2: The Real and Complex Number Systems
- Understand the real number system, natural numbers, integers, rational numbers, and real numbers’ completeness property.
- Learn about the complex number system, plotting complex numbers, operations on complex numbers, and polar form.
- Chapter 3: Functions
- Review relations and functions.
- Explore real-valued functions, types of functions, inverse functions, and properties of polynomials.
- Chapter 4: Analytic Geometry
- Master the distance formula, equations of lines, circles, parabolas, ellipses, hyperbolas, and general second-degree equations.
- Learn about the intersection of shapes and tangent lines.
Conclusion:
This PDF offers a comprehensive journey through mathematics specifically tailored for natural sciences. Whether you need to understand propositional logic, set theory, number systems, functions, or analytic geometry, this resource has you covered. To access the complete “Mathematics for Natural Sciences” PDF and unlock a wealth of mathematical knowledge, click the button below.
Embrace the power of mathematics in natural science research, and enhance your quantitative skills to make more informed and impactful contributions to the field. Happy learning!
