When it comes to teaching applied mathematics, my approach is a little different than teaching core mathematics concepts. Applied mathematics involves using mathematical concepts to solve real-world problems, so my lessons focus more on problem-solving and critical thinking skills. I often use case studies and real-world examples to help my students understand how mathematics can be used in the real world. In terms of teaching methods, I often use collaborative learning activities, such as group projects and peer tutoring. I also encourage my students to work independently on projects and problems, and I provide feedback and guidance as needed.

With applied mathematics, it's also important to focus on the mathematical processes, such as modeling, analysis, and interpretation. I often ask my students to work through a problem step by step, explaining their thinking as they go. This helps them to develop strong problem-solving skills and to understand the underlying mathematical concepts. I also like to challenge my students by asking them to come up with creative solutions to problems, and I reward creative thinking and out-of-the-box approaches.

Another important aspect of teaching applied mathematics is helping students to understand the connections between mathematics and other disciplines, such as science, technology, and engineering. For example, I might use a problem from physics or engineering to illustrate a mathematical concept, or I might have students use computer simulations to solve a problem. This helps students to see how mathematics is applied in the real world, and it also helps them to develop skills in other disciplines.