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When your class asks if surface integrals come with dessert now… I guess this is officially a tradition 🤷🏻‍♀️✨ Anything to help them visualize a cylinder cut by a plane! If you want Calc 3 explained in a way that actually makes sense, my tutorials are on YouTube — Math with Professor V 💙📘 Xoxo, Professor V #c#calculus3m#mathwithprofessorvs#surfacintegralsm#mathteacherlearnontiktok
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mathswithmuza on Instagram: "A cone surface is created by taking a single straight line and sliding it so that one of its endpoints stays fixed while the other moves along a circular path. Because the line always pivots around the same point, the surface forms a smooth, slanted shape that narrows to a tip called the apex. What makes a cone surface interesting is that every point on it lies on some straight line that connects the apex to the circular boundary. This gives the cone a special kind o
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mathswithmuza on Instagram: "A cone surface is created by taking a single straight line and sliding it so that one of its endpoints stays fixed while the other moves along a circular path. Because the line always pivots around the same point, the surface forms a smooth, slanted shape that narrows to a tip called the apex. What makes a cone surface interesting is that every point on it lies on some straight line that connects the apex to the circular boundary. This gives the cone a special kind o
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