Minor in Mathematics

Minor

Hours: 20 On-Campus

About

The Minor in Mathematics at Fort Hays State University provides students with a solid foundation in mathematical concepts and principles. This minor offers a range of courses designed to develop critical thinking, problem-solving, and analytical skills. It's ideal for students who want to enhance their understanding of mathematics, whether for personal interest or to complement their major.

The program covers key areas such as calculus, linear algebra, and differential equations. With its strong emphasis on analytical thinking, the Minor in Mathematics is a great asset for students in various fields, including engineering, science, and business.

Why pursue a Minor in Mathematics at Fort Hays State University?

A Minor in Mathematics at FHSU offers students a robust curriculum that enhances their analytical and problem-solving abilities. The program is designed to be flexible, allowing students to tailor their coursework to their interests and career goals. FHSU's Minor in Mathematics stands out for its balance between theory and practical application, preparing students for various careers.

The program also offers unique opportunities for undergraduate students to engage in research and real-world applications. Compared to similar programs, FHSU's emphasis on applied learning ensures students are well-prepared for future challenges in their respective fields.

Who is this program for?

The Minor in Mathematics at Fort Hays State University is ideal for students who want to enhance their analytical skills and deepen their understanding of mathematical concepts. This program primarily benefits students with a strong interest in mathematics who wish to complement their major with a valuable skill set.

The program is designed for students interested in applying mathematical techniques in their chosen fields or pursuing further studies in mathematics or related areas. It caters to diverse students, including those majoring in science, engineering, business, and education.

Students majoring in science or engineering seeking to enhance their analytical skills
Undergraduate students interested in pursuing advanced studies in mathematics
Future educators seeking a strong foundation in math
Anyone with a passion for mathematics looking to deepen their knowledge
Students preparing for careers in technology or finance seeking to strengthen their quantitative skills

Learning Outcomes

The Minor in Mathematics at Fort Hays State University is designed to provide students with a well-rounded education in mathematics. The learning outcomes reflect the program's emphasis on critical thinking, problem-solving, and analytical skills. Upon completing the minor, students will be able to:

Understand Fundamental Mathematical Concepts

Gain a solid understanding of foundational mathematical theories and principles. This outcome ensures that students fully grasp vital mathematical ideas essential for advanced studies and practical applications. Understanding these concepts allows students to approach complex problems with strong foundational knowledge.

Apply Mathematical Techniques

Use mathematical methods to solve complex challenges in various fields. This outcome highlights the practical applications of mathematics, preparing students for careers in engineering, science, finance, and more. Applying these techniques enables students to tackle real-world challenges using logical reasoning and quantitative analysis.

Develop Critical Thinking Skills

Practice problem-solving to improve your analytical and critical thinking skills. This outcome emphasizes the importance of logical reasoning and problem-solving skills, which are valued in many professions. Developing critical thinking skills prepares students to evaluate information effectively and make sound decisions in their careers and daily lives.

Explore Advanced Mathematical Topics

If you're interested in mathematics, you should explore specific areas such as number theory or multivariable calculus. This outcome encourages students to engage with challenging mathematical concepts, fostering a deeper understanding of the subject. Exploring advanced topics allows students to discover their interests and pursue further studies or careers in specialized areas of mathematics.

Real-World Applications

The Minor in Mathematics prepares students for a variety of real-world applications. Through applied learning experiences and engaging coursework, students develop the skills to tackle complex issues in science, engineering, and beyond. The program focuses on developing critical thinking and analytical skills, which are highly valued in many industries.

Students in the program learn to use mathematical models to solve practical problems, enhancing their abilities in data analysis, engineering, and finance. The coursework is designed to mirror real-world challenges, providing students with a solid foundation for future success.

Stay Ahead of the Curve

The Minor in Mathematics at FHSU integrates the latest advancements in the field into its curriculum. Students are exposed to modern mathematical theories and applications, ensuring they stay ahead of the curve in their studies. The program emphasizes the importance of continuous learning and adaptation, which is crucial in a rapidly evolving field like mathematics.

The program's courses cover advanced topics such as multivariable calculus and number theory, keeping students engaged with cutting-edge developments. This focus on contemporary issues and applications ensures graduates are well-prepared for future challenges.

Hands-on Activities

FHSU's Minor in Mathematics offers a variety of hands-on activities to enhance learning. The program encourages students to participate in research projects, internships, and collaborative group work, providing practical experience alongside theoretical knowledge. This approach ensures that students are well-rounded and prepared for real-world challenges.

Through these hands-on experiences, students develop valuable skills in problem-solving, critical thinking, and collaboration. The program also offers opportunities for students to participate in math competitions and other extracurricular activities, further enhancing their learning experience.

What You’ll Learn:

Master foundational concepts in calculus and algebra
Apply mathematical theories to solve complex problems
Develop strong analytical and critical thinking skills
Explore various branches of mathematics
Understand the role of math in technology and engineering

How You’ll Learn:

Hands-on problem-solving exercises
Collaborative learning and group projects
Engaging lectures from experienced faculty
Interactive learning through technology
Opportunities to participate in math competitions

Courses

The core curriculum for the Minor in Mathematics includes calculus, linear algebra, and differential equations courses. These courses give students a strong foundation in critical mathematical concepts and techniques. In addition, students can choose from various electives, such as number theory or multivariable calculus, to tailor the program to their interests.

The curriculum is designed to be challenging yet accessible, focusing on developing critical thinking and problem-solving skills. Students engage in hands-on learning through collaborative projects and practical exercises, ensuring they are well-prepared for future challenges in their chosen fields.

MATH 234: Analytic Geometry and Calculus I

A study of algebraic and transcendental functions of one variable in the areas of analytic geometry, limits, continuity, derivatives, and integrals. This study includes computations of derivatives through basic derivative rules (sum, product, quotient, chain, etc.), implicit differentiation, differentiation of parametric equations, applications of derivatives (optimization and related rate), mean-value theorem, definite integral, the fundamental theorem of calculus, introductory integration techniques including substitution and parts, approximation of integrals, improper integrals, and introductory applications of definite integrals (area, volume, total accumulation).

MATH 240: Linear Algebra

Basic concepts and applications (conic sections, systems of differential equations) of linear algebra and matrix theory including vector algebra in two, three and n-dimensional space, Eigen Values, Eigen Vectors, QR decomposition, diagonalization, Orthogonality, Gram-Schmidt Process, Linear Transformations, Linear dependence, Linear Independence, Norms, Vector Space, Subspace, Kernel, Range, and Inner Product Space.

MATH 354: Differential Equations

First order differential equations, linear equations with constant coefficients, and some special higher order equations, with applications which may include Laplace Transforms, Systems of Linear Differential Equations, Stability of Dynamical Systems, and Caley-Hamilton Theorem.

Discover the full Minor in Mathematics course listing by visiting the Academic Catalog.

Career Prospects

The Minor in Mathematics at Fort Hays State University equips students with analytical and problem-solving skills that are highly valued in various professional fields. Graduates with a strong foundation in mathematics can pursue diverse career paths that offer intellectual challenge, job satisfaction, and competitive salaries. The program prepares students for industry roles such as technology, finance, engineering, and education.

Graduates with a Minor in Mathematics can leverage their quantitative skills to solve complex problems, analyze data, and make informed decisions. Here are five potential career paths for students who complete this program:

Data Analyst

Data analysts interpret complex data sets to help businesses make informed decisions. This role requires strong analytical skills and the ability to use mathematical models to identify trends and patterns. As a data analyst, you will work with data to extract insights and provide recommendations. You might work in the finance, healthcare, marketing, or technology industries. This role offers opportunities for problem-solving and contributing to data-driven decision-making.

Software Developer

Software developers use mathematical principles to create and improve software applications. This career is ideal for students who enjoy problem-solving and working with technology. In this role, you will design, develop, and maintain software solutions for various applications. Software developers need a strong foundation in algorithms, data structures, and computational complexity, making a background in mathematics particularly valuable.

Engineer

Engineers apply mathematical concepts to design and build systems, structures, and devices. This field offers a variety of specializations, including civil, mechanical, and electrical engineering. As an engineer, you will solve practical scenarios using mathematical and scientific principles. This career involves designing and testing solutions, analyzing data, and improving processes. Engineering offers numerous opportunities for innovation and impact.

Financial Analyst

Financial analysts use mathematical models to evaluate investment opportunities and assess financial risks. This role requires strong analytical skills and attention to detail. In this role, you will analyze financial data, create investment reports, and provide recommendations to clients or companies. Financial analysts need strong quantitative and problem-solving skills to evaluate markets, assess risks, and make strategic decisions.

Mathematics Teacher

Mathematics teachers educate students in mathematical concepts and problem-solving techniques. This career is ideal for students who are passionate about math and enjoy helping others learn. As a mathematics teacher, you will develop lesson plans, deliver lectures, and assess student performance. Teaching mathematics requires strong communication skills, a deep understanding of mathematical concepts, and the ability to inspire and motivate students. This role offers the satisfaction of helping students succeed academically and develop critical thinking skills.

The Best Value in Higher Education Anywhere

Fort Hays State University prides itself on quality education at an affordable price. Students in this program can expect to pay approximately $2,961.90* (on-campus) per semester.

*Estimated cost based on 15 credit hours at the Undergrad resident/regional tuition rate ($197.46/credit hour) for on-campus courses. Actual price may vary depending on course load and location. Tuition and Fees are subject to change as they are approved by the Kansas Board of Regents each year.

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Our faculty would be excited to talk to you about how our department programs can help you explore your interests and prepare you for a variety of rewarding careers.

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Related Programs

Fort Hays State University offers several related programs that interest students pursuing a Minor in Mathematics. These programs allow students to develop their mathematical skills further or explore associated areas of study.

FAQ

Why should I choose a Minor in Mathematics?

A Minor in Mathematics enhances your analytical skills and complements many significant fields of study. It provides valuable knowledge applicable to various careers.

What are the prerequisites for a Minor in Mathematics?

Students should complete introductory courses in calculus and algebra before enrolling. A minimum GPA of 2.5 is also required.

What are the career prospects with a Minor in Mathematics?

Career prospects include data analyst, software developer, engineer, financial analyst, and mathematics teacher.

How does a Minor in Mathematics compare to a B.A./B.S. in Mathematics (Industrial/Academic)?

A Minor in Mathematics provides foundational knowledge, while a B.A./B.S. in Mathematics (Industrial/Academic) offers more in-depth study. The minor is ideal for students who want to enhance their skills without committing to a full degree in mathematics.

Information about the Department of Mathematics

The Department of Mathematics at FHSU equips students with versatile quantitative, analytical, and data interpretation skills, preparing them to become leaders in various fields. Our programs foster innovative solutions and analytical skills through a blend of classroom learning, hands-on experience, and strong faculty mentorship. Students work on current mathematical challenges, develop software solutions, and learn advanced teaching methods, positioning themselves as valuable assets in their chosen careers.

Our Graduates possess the skills needed to make significant impacts in industries and academia, supported by an accomplished alumni network. Faculty and staff provide personalized guidance to ensure students successfully complete their degrees and become leaders in the mathematics field.

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