The findings from the survey and interviews are important because they reveal how number talks positively impact students' confidence, understanding, and engagement in math. Survey data shows that while 71.4% of students feel only "somewhat confident" in math and 68.6% often feel unsure of how to start a problem, the results also indicate that peer discussions and multiple strategies help them feel more secure. For instance, 80% of students believe there are many ways to solve a math problem, and 60% think talking about math with their classmates helps them understand it better. The interview responses further highlight that number talks are effective in boosting confidence. Students shared that discussing strategies, hearing ideas similar to their own, and sharing their thinking aloud during number talks help them feel more assured in their problem-solving abilities. One student mentioned, "Hearing similar ideas to my own helps me know I did it right," while another explained, "I get more out of number talks because I get to share my answer and see if others agree." These findings suggest that number talks foster collaboration, encourage the exploration of different strategies, and ultimately build mathematical confidence. By implementing number talks, teachers can create a supportive classroom environment that empowers students to actively engage in math, try new approaches, and grow in their problem-solving abilities.
These findings have a direct influence on my classroom by highlighting the value of number talks in building students' confidence and deepening their understanding of math. The data shows that many of my students feel only somewhat confident in math and are often unsure of how to approach problems, which signals a need for strategies that can help them feel more secure. Number talks provide an effective solution, as they encourage open discussion, multiple approaches to problem-solving, and peer collaboration—all of which were identified by my students as helpful.
By incorporating number talks, I can create a more interactive learning environment where students feel comfortable sharing their ideas, learning from mistakes, and exploring different strategies. The interviews revealed that students appreciate hearing ideas similar to their own, which reassures them and helps them know they’re on the right track. Additionally, the opportunity to explain their thinking and compare strategies with peers boosts their confidence, as they no longer feel limited to a single approach.
Implementing number talks in my classroom will also help students handle mistakes more constructively, reducing frustration and fostering a growth mindset. As students gain confidence in their ability to solve problems mentally and verbally, they will be more willing to take risks, participate actively, and support one another’s learning. Overall, these findings show that number talks can significantly enhance my classroom environment by making math more accessible, collaborative, and confidence-building for my students.
The findings from my research can influence my school by providing valuable insights into how number talks can improve mathematical confidence and understanding among students. Since my data shows that a significant portion of students are only somewhat confident or struggle with math, sharing these results with my colleagues could encourage a school-wide shift toward more interactive, discussion-based teaching methods like number talks.
These findings could inspire other teachers to incorporate similar practices in their classrooms, leading to a more consistent approach to math instruction across grade levels. By showing how number talks help students understand multiple strategies and feel more confident sharing their thinking, I could help foster a school culture that values collaborative learning and encourages students to view mistakes as learning opportunities.
Additionally, implementing number talks school-wide could lead to improved math performance and a more positive attitude toward math among students, as teachers adopt methods that support deeper understanding and confidence. The school might also consider providing professional development on number talks, helping teachers learn how to integrate these strategies effectively. Overall, these findings could promote a shift towards a more supportive, student-centered approach to math instruction, benefiting both students and educators across the school.
My findings connect to the existing literature, supporting and adding detail to key ideas about how number talks build math confidence and understanding. Parrish (2014) explains that number talks give students chances to explore different strategies and think more deeply about math problems. My data, showing that students benefit from using multiple strategies and enjoy comparing different ways to solve problems, supports Parrish’s idea that this practice helps students understand math concepts better.
In addition, my findings support Boaler’s (2016) research, which highlights how important peer discussions are in building math confidence. Boaler shows that talking with others helps students explain their thinking and feel more sure of their answers. My data shows the same, as students shared that discussing math with classmates made them feel more confident and helped them learn from each other’s ideas. This shows that number talks create a collaborative classroom environment, just as Boaler suggests.
My findings also fit with Dweck’s (2006) growth mindset theory, which says students who see mistakes as a way to learn are more likely to keep trying in math. Many of my students said number talks helped them feel okay about making mistakes and learning from them, which supports Dweck’s point that having a growth mindset is key to building confidence in math.
Finally, my research adds new detail to the existing literature by focusing on 5th-grade students. While other studies show that number talks are effective, my findings offer a closer look at how they help students at this grade level. My students’ comments about hearing similar ideas from classmates and trying different strategies provide real-life examples of how number talks create a safe and flexible learning space, which helps them feel more confident solving math problems.
A more structured classroom could explain the positive results in student confidence and understanding of math. In a structured environment, predictable routines like regular number talks help students feel more comfortable and reduce anxiety about participating. Clear expectations for behavior and participation create a supportive space where students feel safe to share ideas and learn from mistakes. This consistency allows students to engage more confidently, contributing to a boost in both their math skills and willingness to collaborate.
My students are comfortable with each other and are constantly asked to turn and talk with their peers. Students' confidence and understanding could also be influenced by peer relationships. If students see that their peers are also struggling and working through problems, they may feel more confident in participating. Positive peer interactions could explain why students feel more at ease sharing their strategies and discussing math.
Another explanation for my results is that I have students regularly practice using multiple strategies during math instruction, where they are encouraged to explain their thinking and discover what works best for them. This approach directly impacts the effectiveness of number talks, as students become more comfortable exploring various methods for solving problems and sharing their reasoning. By regularly practicing this skill, they gain the confidence to participate more actively in number talks, contributing different strategies and ideas during discussions. This not only deepens their understanding of math concepts but also creates a more dynamic and collaborative environment in number talks. As students learn that there isn't just one "right" way to solve problems, they feel more empowered to engage, which could explain the increase in confidence and understanding reflected in my results.
There are several potential limitations to my study that could affect the interpretation of the results. First, the small sample size, focused primarily on my own classroom, may limit the generalizability of the findings to a broader population. Additionally, the short duration of the study may not capture the long-term effects of number talks on students’ mathematical confidence and understanding, potentially missing how these impacts evolve over time. As both the teacher and the researcher, there is also the risk of unintentional bias in how I interpret students' responses and behaviors, which could influence the study's outcomes. Furthermore, much of the data relies on student self-reporting through surveys and interviews, which could be affected by students’ perceptions of their abilities or their desire to provide favorable answers. The classroom-specific factors, such as my teaching style and the dynamics of my students, could also influence the success of number talks in ways that may not apply to other classrooms. Finally, the lack of a control group makes it difficult to isolate number talks as the primary factor driving increased confidence and understanding, as other instructional strategies and classroom conditions could also be contributing to the results.
To continue exploring the impact of number talks on my students’ mathematical confidence and understanding, several next steps can help deepen my research. First, expanding the sample size to include more students across multiple classrooms or schools would provide a broader perspective and increase the relevance of my findings. This would allow me to see how number talks work in different learning environments and with diverse student populations. Additionally, conducting a longitudinal study over a longer period, such as a full school year, would give insight into the long-term effects of number talks. This approach would help me observe how students' confidence and understanding evolve with sustained practice.
Another important next step is implementing a control group. By comparing students who participate in number talks with those who do not, I can better isolate the impact of the practice and confirm whether changes in confidence and understanding are directly tied to number talks. Additionally, using more data sources, such as student work samples, observations, and assessments, would give me a more complete view of how number talks affect students’ performance beyond self-reported surveys and interviews.
Exploring the impact of number talks in different grade levels would also provide valuable insights. By studying how the practice affects younger or older students, I can determine if the strategies work similarly across developmental stages or if adjustments are needed for different age groups. Furthermore, diving deeper into specific number talk strategies and types of questions could help identify which approaches are most effective in fostering confidence and understanding. Analyzing student discussions and responses would allow me to refine the practice for maximum impact.
Collaboration with colleagues is another key step. Working with other teachers to implement number talks in their classrooms would allow for cross-classroom comparisons and shared insights, enriching my understanding of how number talks work across different teaching styles. Attending professional development opportunities, such as workshops or conferences focused on number talks and math instruction, would also help me gain new strategies and ideas to further enhance my teaching.