Mathematics is a subject that is fundamental to many fields, including science, engineering, business, and technology. While math can be challenging for some students, there are some math courses that are generally considered to be less difficult than others. “Generally” is the key word here because there definitely aren’t any concrete rules or databased reasons why the math courses listed below are considered easier than others; instead, the reasons why these math classes in college may be easier has to do with student selfreporting and because they’re often fields of math that are on the more practical, rather than theoretical side.
In this BrokeScholar article, we’re going to examine and break down some of the easiest math courses in college, the topics that they cover, and the general reasons they are considered “easier.”
Table of Contents
Statistics
Statistics is a math course that is designed to teach students the basic concepts of data analysis, probability, and statistics. This course is often required for students in social science, business, and health science programs. Be very careful: Higherlevel statistics is extremely complex, so we’re talking about general, 101 statistics courses. Some of the topics covered in a statistics course include:

Descriptive statistics: This includes measures of central tendency, such as mean, median, and mode, as well as measures of variability, such as range and standard deviation.

Inferential statistics: This involves using sample data to make predictions about the population as a whole, using techniques such as hypothesis testing and confidence intervals.

Probability: This includes concepts such as probability distributions, expected values, and random variables.
Statistics is generally considered to be an easier math course in college because it focuses on the analysis of data, probability, and basic statistical concepts. The course is often required for students in social science, business, and health science programs, and is designed to be accessible to students who may not have a strong background in mathematics. Since the course covers topics like descriptive statistics, inferential statistics, and probability, all of which are relevant to realworld applications and don’t require as much abstract thinking, this can make statistics easier than other math courses. This approach can make the material more approachable and engaging for students who may struggle with more abstract mathematical concepts.
Another reason why statistics is generally considered to be an easier math course is that it often involves working with realworld data sets and using statistical software, such as SPSS or R, to analyze and interpret data. This handson approach to learning can make the material more relevant and interesting for students as well as helping them develop critical thinking and problemsolving skills that are applicable to a wide range of fields. On top of that, many statistics courses focus on the interpretation of results, rather than the mathematical calculations involved, which can make the material more manageable to students who may not be comfortable with algebraic manipulations.
Thus, statistics is a valuable course for students who are looking for an easier math course, while at the same time, still provides a solid foundation in the subject while highlighting its relevance to the world around us. By focusing on realworld applications, using statistical software, and emphasizing the interpretation of results, statistics can be a valuable course for students who are not majoring in mathematics but who still need a solid foundation in statistical concepts.
Finite Mathematics
Finite mathematics is a math course that is designed for students who are not majoring in mathematics. This course covers a variety of topics, including linear algebra, graph theory, and optimization. Some of the topics covered in a finite mathematics course include:

Systems of linear equations: This includes topics such as Gaussian elimination and matrix operations.

Graph theory: This involves studying the properties of graphs and their applications to realworld problems.

Optimization: This includes techniques such as linear programming, which involves maximizing or minimizing a linear objective function subject to a set of linear constraints.
Finite mathematics is generally considered to be an easier math course because it covers a broad range of topics that are applicable to many fields, including business, social science, and technology. This course is designed for students who are not majoring in mathematics, and therefore does not assume a high level of mathematical knowledge or abstract thinking. Finite mathematics covers topics such as linear algebra, graph theory, and optimization, which are relevant to realworld applications but, fortunately, do not necessitate as much abstract thinking compared to other math courses.
Fine mathematics, also, is generally considered to be an easier math course because it often involves working with concrete examples and applications, rather than abstract mathematical concepts. For example, optimization problems may involve maximizing profit or minimizing costs in a business setting, while graph theory may involve analyzing social networks or transportation networks. This handson approach to learning can help students build confidence and develop a solid foundation in mathematical concepts that are applicable to the real world.
College Algebra
College algebra is a math course that covers fundamental algebraic concepts, including equations, functions, and inequalities. This course is often required for students in science, engineering, and math programs. Some of the topics covered in a college algebra course include:

Linear equations and inequalities: This includes solving equations and inequalities involving linear functions.

Quadratic equations: This involves solving equations of the form ax^2 + bx + c = 0, as well as graphing quadratic functions.

Functions: This includes topics such as domain and range, composition of functions, and inverse functions.
College algebra has a reputation as generally being considered to an easier math course because it covers fundamental algebraic concepts that are building blocks for more advanced math courses. College algebra typically covers topics such as linear equations and inequalities, quadratic equations, and functions. These are concepts that most students have encountered in high school and are therefore already familiar with to some extent. This familiarity can make the material more accessible and less daunting for students who may be new to collegelevel math.
What’s more, college algebra normally involves a lot of practice problems, which can be helpful for students who need repetition and practice in order to master mathematical concepts. Many college algebra courses also use technology such as graphing calculators, which can make it easier for students to visualize and understand mathematical concepts. This handson approach to learning can help students build confidence and develop a solid foundation in algebraic concepts.
Another reason why college algebra is generally considered to be an easier math course is that it is often required for students in science, engineering, and math programs, as well as for general education requirements. This means that many students who take college algebra are not necessarily going to pursue a bachelor’s degree or a career in math; instead, they are therefore looking for a course that is more approachable and less intimidating than other math courses. By preparing and setting a robust foundation in algebraic concepts that are applicable to a wide range of fields, college algebra can be a constructive class for students who are looking for an easier math course that’s still practically useful.
Math for Liberal Arts
Math for liberal arts is a math course that is designed for students who are not majoring in mathematics. This course covers a variety of topics, including logic, geometry, and probability. Some of the topics covered in a math for liberal arts course include:

Logic: This includes studying the properties of logical arguments and propositional logic.

Geometry: This involves studying the properties of shapes and their applications to realworld problems.

Probability: This includes concepts such as probability distributions, expected values, and random variables.
Math for liberal arts is generally considered to be an easier math course because it is designed to be accessible to students who may not have a strong background in math. The course covers a variety of topics, including logic, geometry, and probability, which are relevant to realworld applications but do not require as much abstract thinking as other math courses. Also, the level of depth probed in these topics is usually minimal. This approach can make the material more open and engaging for students who may struggle with more challenging mathematical concepts.
What’s more, math for liberal arts often emphasizes the interdisciplinary nature of mathematics, showcasing how math can be applied to a wide range of fields, from art to economics. This approach can make the course more relevant and interesting for students who may not be pursuing a career in science or math. By underscoring the practical applications of mathematics and connecting it to realworld problems, math for liberal arts can help students develop critical thinking and problemsolving skills that they can apply to a broad range of fields.
Math Modeling
Math modeling is a math course that focuses on the application of mathematical models to realworld problems. This course is often required for students in engineering, science, and math programs. Some of the topics covered in a math modeling course include:

Linear and nonlinear models: This includes modeling realworld phenomena using linear and nonlinear functions.

Optimization: This involves finding the optimal solution to a realworld problem, such as maximizing profit or minimizing costs.

Differential equations: This includes solving differential equations that model realworld phenomena, such as population growth or chemical reactions.
Math modeling is generally considered to be an easier math course because it focuses on realworld applications and does not require as much abstract thinking as other math courses. Rather than focusing on theoretical concepts or complex algebraic manipulations, math modeling emphasizes the application of mathematical models to realworld problems. This approach can make the material more accessible and engaging for students who may struggle with more abstract concepts.
Math modeling, moreover, often involves working with data and using computational tools to solve problems, which can be a more intuitive and handson way of learning math. This approach can help students to develop critical thinking and problemsolving skills that are applicable to a wide range of fields. In the end, math modeling is a valuable course for students who are interested in the practical applications of mathematics and who may be looking for an easier math course that still gets across the essentials of the subject.
Factors That Can Impact the Difficulty of a Math Course
It's important to note that the difficulty of a math course can vary depending on a number of factors, including:

Teaching Style: The teaching style of the professor can greatly impact the difficulty of a math course. Some professors may have a more challenging teaching style, while others may focus on making the material more accessible to students. Linked to this is a college’s and course’s studenttoteacher ratio, which if too high, suggests that there’s not a lot of oneonone time available between students and instructors.

Student Background: The background of the student can also impact the difficulty of a math course. Some students may have a strong background in math, while others may struggle with certain concepts.

Course Material: The course material itself can also impact the difficulty of a math course. Some courses may cover more abstract or challenging concepts, while others may focus on more concrete or applied concepts.
The Bottom Line on the Easiest Math to Take in College
While there are some math courses that are generally considered to be less difficult than others, it's important to remember that every student is different and may find different courses more or less challenging. Additionally, the goal of attending college is to gain a deep understanding of the subject matter and taking an "easy" course may not help achieve this goal. It's always a good idea to talk to your academic advisor or a math professor to discuss your goals and find a course that suits your interests and abilities.