why is math so hard? identifying the problems & solutions

why is math so hard? identifying the problems & solutions

Why is math so hard? I usually asked this question as a student. Like many other classmates, I wouldn’t say I liked mathematics class. I didn’t see myself as one who could love math after failing (or barely passing) most of my math classes in high school. I assumed that I would never pursue anything involving math in my life.

Unfortunately, most of the highest-paying jobs and the jobs with the highest levels of work satisfaction need at least some of the arithmetic abilities taught in standard high school courses. The greatest paying positions at least demand that you have a mind suited to working on quantitative problems. These challenges are simpler to resolve if you have a firm grasp of fundamental arithmetic ideas.

I genuinely didn’t think I’d be able to achieve much because I didn’t have a mind for any math topics. But I worked hard to figure out why math was so challenging for me, and in doing so, I also discovered why math is so challenging for other students.

I hold a Bachelor of Science in physics, a minor in mathematics, and several students I have coached in every high school math course imaginable, from fundamental geometry to advanced calculus. Along the process, I’ve had to deal with my students’ limiting beliefs in addition to identifying and addressing my own.

If you have asked, “why is math so hard for students? I believe this article will answer your question and give you solutions.

Why is math so hard? 10 reasons you see math as difficult.

why is math so hard? identifying the problems & solutions

Here are ten reasons that answer the question, “Why is math so hard?”

Poor Math teacher

Your poor math teacher is the reason math is complex. Numerous factors could lead to you having a poor teacher. Among other things, the teacher may not know how to explain arithmetic ideas clearly or may have been expected to teach a subject he does not fully comprehend.

You were told that math is hard.

Because someone told you “math is hard,” you believed them. It will definitely be difficult for you.

Irregular Reading Habit

You struggle with reading because math is hard for you. Because they cannot read a math textbook critically, many students struggle with math.

Math is abstract

Math is challenging since many abstract concepts take more work to understand.

You Just Dislike it.

You dislike math, so it isn’t easy. It’s okay if you enjoy music, sports, or languages. But if you dislike something, you might not put in the time and effort necessary to comprehend it.

Lack of Assistance Or Tutor

Because you occasionally lack the assistance or tutoring you require, math is challenging. You may occasionally need extra assistance to understand a math subject because it is difficult. This assistance could come from a teacher, your parents, or a friend. Math might be challenging to know if you don’t have enough assistance when you need it.

Cognitive Limitations

You may have certain cognitive limitations that make math challenging. The difficulty will not be limited to math in that instance. You can find it difficult to learn anything.

prejudices or previous notions

Because of prejudices or previous notions, math is complicated. Many people assert and believe that men are superior to women in math. Some people can think that one race is superior to another in math. There is no possible way that this is true! Unfortunately, these misconceptions or stereotypes can persist in our thoughts and lead us to assume that math is difficult and that we will never be able to comprehend it.

lack of early exposure

Due to a lack of early exposure, math is difficult. When entering preschool or kindergarten, the math shouldn’t be introduced to you for the first time. Your parents should introduce you to math much earlier to give you a head start when you enter school.

Wrong mindset

Because you think you can just learn a notion and then forget it, math is challenging. That is not how math operates because it is cumulative. You will apply all you learn in class again and time again.

Check out: Hardest GRE math questions in 2022 | Full Solution

What You Should Know About Math

why is math so hard? identifying the problems & solutions

Students’ lack of understanding of math’s relevance to everyday life is one of the main causes for why they struggle with it. As children prepare to begin high school math, which is more theory-based, this mindset becomes increasingly difficult to overcome.

Identify the reasons behind your child’s doubts about math’s usefulness in real-world situations. You could elucidate to them the numerous practical advantages that math provides, such as:

As a STEM subject, math skills are in high demand and will give your child plenty of opportunities to achieve their future career aspirations ‘.

Better money management: Your child can save and handle money more effectively by understanding concepts like interest and budgeting, giving them more possibilities to enjoy their favorite things.

Computational skills: Math is a wonderful approach to acquiring technical abilities in engineering, robotics, and computer science.

Problem-solving skills: Math-related abilities teach kids to think critically and solve problems through logical thought and reasoning, which helps them make better decisions.

Solutions to the Question: Why is Math so Hard?

Math is one of those subjects that most people find difficult to understand. However, there are strategies that you can use to improve students’ understanding of mathematics. One such strategy is to focus on the meaning of mathematical concepts rather than memorize facts. This helps students develop an intuitive understanding of problems and solutions.

Students often struggle with math because they don’t understand its purpose. Math isn’t meant to test knowledge but to teach concepts. Students learn the basics of algebra, geometry, trigonometry, statistics, probability, calculus, linear equations, and much more.

However, these topics aren’t taught in isolation. They are usually presented within the context of real-world applications. For example, algebra may be applied to solving problems involving percentages, fractions, ratios, proportions, and exponents. Geometry may be applied to measuring land areas, calculating the area of rooms, and determining the volume of objects. Trigonometry may be used to solve questions related to measurements of angles and arcs. Statistics may be applied to determine whether two groups differ regarding specific characteristics. Probability may be used to predict outcomes based on past events. Calculus may be used to solve problems involving functions and derivatives. Linear equations may be solved using graphing techniques. And much more.

Students must understand the underlying principles behind each topic. If they fail to grasp the fundamentals, they won’t be able to apply the material effectively. Students should attempt to solve problems to practice using the concepts. Solving problems provide opportunities to review previously learned materials and reinforce concepts.

What Teachers Should Do

In addition, teachers should provide students ample opportunity to discuss the lesson’s learning objectives. Students should ask questions about the content and explain their reasoning. Teachers should encourage students to share their thinking and opinions about the lessons.

Finally, teachers should allow students to explore alternative methods of problem-solving. There are several approaches to solving problems. Some students prefer to think logically, whereas others prefer to visualize the solution. Different types of problems lend themselves to different approaches. For example, students may be asked to calculate the perimeter of a rectangle, square, circle, triangle, parallelogram, trapezoid, rhombus, pentagon, hexagon, heptagon, octagon, decagon, nonagon, dodecagon, etc., depending upon the shape.

Teachers should encourage students to use whatever approach works best for them.

There are no magic tricks to improving students’ understanding of math. Instead, teachers should concentrate on teaching concepts and providing students with ample opportunities to practice applying the material.


In conclusion, I think this question is because most people don’t understand what mathematics is and how it works. I’m going to try to explain it in layman’s terms.

Mathematics is not just about numbers or equations. It’s also about logic, reasoning, proof, and creativity. We use numbers because they are convenient; we use logic because it makes sense; we use proofs because they make us feel more confident when we’re doing something new, and we use creativity because it helps us find solutions to problems.

The reason why math is difficult is that there are many different ways to solve a problem. There are many different ways to prove an equation, and there are many different ways to think about a problem. If you want to learn math, you must be willing to explore many different approaches.


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