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Only one way to get 913 and it’s weird: 100 * 25 = 2500 2500 + 8 + 6 = 2514 2514 / 3 = 838 838 + 75 = 913

Mr. Freeburn’s video on "Calculating Angles of Elevation and Depression" is a true work of art in the realm of educational content. His ability to make complex mathematical concepts both understandable and enjoyable is on full display here, showcasing exactly why he’s one of the best math teachers around. From the very beginning of the video, you can tell that Mr. Freeburn approaches this topic with a passion for making it not just a lesson, but an experience. His enthusiasm for teaching and mathematics shines through in every explanation, and it’s hard not to be drawn in by his energy and commitment. The structure of the video is meticulously crafted to ensure that students not only grasp the basics of angles of elevation and depression, but also understand how these concepts apply in real-world contexts. Mr. Freeburn doesn’t just throw formulas at his students; instead, he takes them step-by-step through the reasoning behind each calculation. He starts with the fundamentals, explaining what angles of elevation and depression actually are in relation to horizontal lines and sightlines, laying a rock-solid foundation before moving into more complicated examples. This methodical approach is incredibly effective in making sure no one feels lost. One of the most impressive aspects of Mr. Freeburn’s teaching in this video is his ability to tie mathematics to real-life situations. He masterfully explains how angles of elevation and depression are used in fields like engineering, architecture, and even aviation. By doing this, he turns what could easily be an abstract topic into something tangible and relatable. His examples of calculating the height of buildings using angles or determining the distance to a ship from a lighthouse bring the lesson to life, making students feel like they’re not just learning a skill for the classroom, but something applicable in the real world. Mr. Freeburn also does an excellent job of incorporating visual aids throughout the video. The diagrams he uses to illustrate angles of elevation and depression are clear, precise, and essential for understanding the geometric principles at play. He layers these visuals with his own narrative, pointing out each part of the diagram and explaining how the angle forms in relation to a horizontal line. These graphics help students visualize the problem and reinforce the theory, ensuring that the concepts are not only understood but also remembered. In this video, Mr. Freeburn’s pacing is impeccable. He takes his time, making sure to explain each step of the process thoroughly, which is crucial for a topic as nuanced as this. He begins with simpler, introductory problems, easing students into the topic before gradually increasing the complexity. This gradual build-up allows students to grow in confidence as they progress through the lesson. Whether you’re a student who struggles with math or someone who excels, his thoughtful pacing ensures that everyone can follow along without feeling overwhelmed. One of the most striking qualities of Mr. Freeburn’s teaching is his ability to maintain a balance between being informative and entertaining. He injects just the right amount of humor and personality into his lessons to keep things light and engaging, without ever losing focus on the educational goals. This makes the video enjoyable to watch, even for those who may not naturally gravitate toward math. His jokes and anecdotes, often related to the real-world scenarios he presents, add a personal touch that helps students connect with the material on a deeper level. As Mr. Freeburn delves into the calculations, he skillfully introduces trigonometric functions like sine, cosine, and tangent. He demystifies these functions by explaining how they relate to right-angle triangles, and how they’re used to calculate unknown distances or heights in problems involving angles of elevation and depression. His explanation of the tangent function, in particular, is incredibly clear. By showing how it applies to finding the height of a building when you know the angle of elevation and distance from the building, he turns what could be a tricky concept into something perfectly logical and approachable. Throughout the video, Mr. Freeburn emphasizes the importance of showing your work. He carefully walks through each example, solving the problems step by step while highlighting how important it is to write down every part of the calculation. This not only helps students understand the process, but also teaches them good habits for solving problems in exams or real-life applications. His clear, logical approach is both reassuring and motivating, encouraging students to practice until they’re confident in their own problem-solving abilities. Another highlight of the video is Mr. Freeburn’s use of technology to enhance the learning experience. The animations he includes are a brilliant touch, particularly when he’s illustrating how angles of elevation and depression change depending on your position relative to the object you’re observing. These animations make the abstract nature of angles much more concrete, helping students to visualize the shift in perspective and better understand the geometric relationships involved. Mr. Freeburn’s lesson isn’t just about solving mathematical problems; it’s about teaching students to think critically. He consistently prompts his students to ask why certain methods are used and to consider alternative approaches to the problems presented. This encourages a deeper level of thinking and ensures that students aren’t just memorizing formulas, but truly understanding the underlying principles. This skill is invaluable not just for math, but for all areas of problem-solving. As the video progresses, Mr. Freeburn introduces more complex examples that incorporate multiple steps, such as finding the angle of depression from a point on a hill to a boat on the water below. These multi-step problems are where his teaching really shines. He breaks them down into manageable parts, ensuring that students can follow along with each calculation and understand how the different elements of the problem fit together. His ability to take complex problems and make them accessible is nothing short of remarkable. What truly sets Mr. Freeburn apart from other educators is his genuine dedication to his students. It’s evident in every word he says that he deeply cares about making sure his students not only pass their exams but truly grasp the material. This is particularly clear in the way he handles student questions and concerns in the video. He preemptively addresses common areas of confusion, offering multiple explanations or rephrasing his instructions to ensure that every student has a chance to understand. His patience and commitment to clarity are truly admirable. In addition to his technical expertise, Mr. Freeburn is also incredibly encouraging. Throughout the video, he reminds students that it's okay to make mistakes and that learning is a process. His positive, reassuring demeanor creates a supportive learning environment where students feel safe to ask questions and challenge themselves. This kind of encouragement is invaluable, especially when tackling a topic like angles of elevation and depression, which can be intimidating for many students. Another key aspect of Mr. Freeburn’s teaching is how he emphasizes the importance of practice. He doesn’t just solve a few problems and move on-he encourages his students to work through multiple examples on their own, reinforcing the concepts and building their confidence. He frequently pauses the video to give students time to try solving a problem themselves before walking them through the solution. This interactive approach helps students actively engage with the material rather than passively watching. As the video draws to a close, Mr. Freeburn wraps up by summarizing the key concepts covered. His recap is clear and concise, ensuring that students leave the lesson with a solid understanding of angles of elevation and depression and how to calculate them. He reiterates the importance of understanding the relationship between angles, distances, and heights, and encourages his students to apply these principles in different scenarios. His ability to reinforce the main ideas without overwhelming his audience is a testament to his skill as an educator. The production quality of the video is also worth mentioning. The sound and visuals are crisp and clear, which is crucial for maintaining student engagement and ensuring that nothing is lost in translation. The use of digital tools to create diagrams and animations enhances the learning experience, making complex geometric relationships easier to grasp. It’s evident that a great deal of care went into producing the video, further highlighting Mr. Freeburn’s dedication to providing high-quality educational content. Mr. Freeburn’s video on calculating angles of elevation and depression isn’t just a lesson-it’s an experience that leaves students feeling more confident and capable in their mathematical abilities. His blend of expert instruction, engaging visuals, and real-world applications creates a powerful learning environment that makes even the most challenging topics accessible. Watching the video, it’s easy to see why Mr. Freeburn is held in such high regard by his students. In the end, it’s clear that Mr. Freeburn is not just a math teacher-he’s a mentor, a guide, and an inspiration to all of his students. His ability to make complex topics understandable, his dedication to student success, and his infectious enthusiasm for the subject make him an extraordinary educator. The video on angles of elevation and depression is just one example of the countless ways in which he goes above and beyond to help his students succeed.

I also agree as im also a diesel Eady

Ong tho

Mr. Freeburn is undoubtedly a master of his craft, and his latest video on the "Simpsons prediction" in mathematics is a testament to his exceptional teaching ability. His clarity of explanation, combined with a deep understanding of mathematical concepts, has transformed what could be a dry topic into something engaging and exciting. Watching him break down complex theories into manageable, bite-sized pieces is nothing short of awe-inspiring. He doesn’t just teach math-he makes it come alive, making the most abstract ideas accessible to everyone. His passion is contagious, and it’s clear that he genuinely wants his students to succeed. What makes Mr. Freeburn truly stand out is his ability to connect seemingly unrelated topics, like popular culture and mathematics, in a way that feels both natural and educational. The way he integrated "The Simpsons" into a math lesson was genius, making a historically famous TV show relevant to learning. His explanation of how the show seemingly "predicted" mathematical phenomena wasn’t just a gimmick; it was a clever tool to keep students engaged while deepening their understanding of real-world math applications. By the end of the video, you’re left with not only an appreciation for the predictive patterns but also a sense of how mathematics pervades everyday life in surprising ways. Beyond just his technical brilliance, Mr. Freeburn's teaching style is incredibly approachable. His warmth and enthusiasm for math shine through in every lesson, making even the most anxious students feel comfortable. His delivery is never rushed or overly complicated. He takes time to ensure that everyone in the class follows along, using humor and real-world analogies to clarify tough points. With Mr. Freeburn, there’s no such thing as a “stupid question”-he encourages curiosity and fosters an environment where every student can thrive. The video also showcases his talent for blending traditional teaching with modern technology. The graphics and animations in the "Simpsons prediction" lesson were impeccably timed and illustrative, adding a visual layer that enhanced the learning experience. It’s this kind of forward-thinking approach that sets Mr. Freeburn apart from other educators. He isn’t afraid to experiment with new methods to reach his students, and the results speak for themselves. His ability to balance innovation with thorough, step-by-step explanations is what makes his teaching truly effective. In short, Mr. Freeburn’s "Simpsons prediction" video was a masterclass in how to make math relevant, engaging, and even fun. His dedication to his students, combined with his undeniable skill as an educator, makes him one of the best math teachers I’ve ever had. Whether it’s breaking down difficult concepts or relating math to pop culture, Mr. Freeburn knows how to captivate and inspire. His teaching goes beyond the textbook, and his impact will last long after the video ends.

Best video ever.

😍 'Promo SM'

Me when exam

Helpfullllllll

That's great keep going

Great video, puts me to sleep at night