Cooperative learning is a pedagogis approach where students work in small groups to achieve shared learning goals. In math class, this approach plays an important role in helping students understand complex concepts, because it allows them to exchange ideas, discuss problem solving, and build understanding collectively. Studies show that a cooperative learning model can strengthen the involvement of students in math learning and improve their problem solving skills.

This article will review the benefits of cooperative learning in the context of student mathematical understanding, which is kind of an effective cooperative learning model, and some challenges and how to handle it.

1. The concept of Cooperative Studies in Mathematics

Cooperative learning involves active intermembers of the group in order to improve their learning. In this approach, students work together to achieve goals, share ideas, and help each other. Some of the characteristics of cooperative learning in math are:

• Shared Destination: Students in one group have the same goal, such as understanding how to solve problems or master specific topics in math.
• Student Active Activity: Cooperative learning prompts student active engagement by discussing, explaining concepts, solving shared problems.
• Social InteractionsThe social interaction between students can help them develop a deeper understanding of the concept of mathematics through discussion and collaboration.

According to Johnson & Johnson (2019), cooperative learning gives students a chance to learn from the perspective of friends in their age, which is often easier to understand than the teachers' explanation.

2. Effective Cooperative Learning Model Type for Mathematics · Global Voices

There are some cooperative learning models that have proven effective in improving student math. Here are some of these:

a. Jigsaw

In the Jigsaw model, each member of the group was given a particular part of the material to study and become an expert in that part. Then they turned to their homes and explained to them what they had studied. This model allows students to learn from each other, because each student becomes an expert in one piece of material and is responsible for delivering its knowledge.

This Jigsaw model proved effective for mathematical understanding, because students are driven to truly understand matter in order to redefine it properly. According to Aronson (2020), the Jigsaw model helps improve the involvement of students and their communication skills, which has a positive impact on the concept of mathematics.

B. Think-Pair- Share

The Think-PairThis model is very effective in math class, where students may need time to think deeply about solutions before discussing them with friends.

This approach gives the individual reflection time at once to encourage involvement in group discussions. The study results show that the Think-Pair- Share can increase the student's understanding of math and reduce their anxiety in solving difficult math problems.

C. Team- Assisted Individualization (TAI)

Team- Assistant Individualization is a cooperative learning model where students work in groups, but still do individual tasks with the help of the team members. These tasks are adjusted to each student's ability, and the group is responsible for helping its members achieve a full understanding.

In terms of mathematical learning, TAI allows weaker students to get help from a more capable group. According to Slavin (2018), this model is effective to improve the academic achievements of students in math, especially for students who have trouble understanding the concept of mathematics.

3. The benefit of Cooperative Studies in Student Mathematics

Research has revealed a number of benefits from cooperative learning, especially in improving student math. Here are some major benefits:

a. Increase Conceptual Comfort

Cooperative learning allows students to explain the concept of mathematics. The process of explaining or teaching to classmates can strengthen the understanding of students, because they have to understand that concept well before they can explain it. Discussions in the group also help students identify and overcome any misconception or misconception that might arise.

B. Increase Problem Solving Skills

Through cooperative learning, students learn to solve collaborative problems. They can share ideas, consider different approaches, and work together to find the right solutions. This approach encourages the development of important problem solving skills in math and in other context of life.

C. Increase Social and Communication Skills

Cooperative learning drives social interaction, which helps students develop communication and collaboration skills. Students learn to listen to other people's opinions, give feedback, and deliver ideas clearly. These skills are very important for success in different fields, including mathematics.

d. Increasing Self-Trust

When students work in groups and successfully complete the task together, they feel more confident in their ability in math. Cooperative learning gives students a chance to succeed and get positive feedback from classmates, which can increase their confidence.

Four. Challenge in Cooperative Learning Applications in Math Class

Although cooperative learning has many benefits, the application also has some challenges, among other things:

• Student skills differenceIn one group, student skills may vary, which sometimes makes students more capable of feeling burdened. However, the role of the teacher is very important in making sure that every student is involved and benefiting.
• Trouble in Class Management: Cooperative learning can cause noise and challenges in class management, especially if students aren't used to working in groups.
• UnresponsibleIn some cases, students may not be actively involved and tend to rely on more capable friends. Teachers need to make sure that every student has a clear role and responsibility.

5. Strategy Overcoming Challenge in Cooperative Learning

To overcome that challenge, teachers can apply some of the following strategies:

• Grouping By Ability: Teachers can divide students into groups based on their ability to make each student have a role that suits his ability. A balanced group can help improve the involvement of all students.
• Structured Task GiftsThe teacher can provide structured tasks with clear roles and responsibilities for each member of the group, so that each student feels responsible for the achievement of the group.
• Active Oversight and Guidance: Teachers need to actively supervise the learning process and give guidance to groups in need. Teachers can also give feedback to students to help them understand a difficult concept.

Conclusion

Cooperative learning has a positive influence on student math. By working in groups, students can help each other, discuss difficult concepts, and improve their understanding of mathematics. Cooperative learning models like Jigsaw, Think-Pair@@

However, challenges like different student skills and class management need to be overcome with the right strategy. With effective guidance from teachers and structured approaches, cooperative learning can be a very useful tool in improving student's mathematical understanding and preparing them for academic challenges and real life.

Source: Johnson, D. W., & Johnson, R. T. (2019). Cooperative Learning: The Foundation for Active Learning.
This article talks about the foundation of cooperative learning and benefits in education, including increasing student understanding.