BASIC MATHS in ONE SHOT | All Concepts & PYQs Covered | Basic to Advanced Level | Class 11 JEE
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YouTubePW JEE
BASIC MATHS in ONE SHOT | All Concepts & PYQs Covered | Basic to Advanced Level | Class 11 JEE
🔵Get Complete Class Notes and DPP on PW App here -https://physicswallah.onelink.me/ZAZB/ercov8zd ♦️Sachin Sir telegram channel - https://t.me/sachinsir_lakshyabatch ♦️PW JEE telegram channel - https://t.me/pwjeewallah Lecture by - Sachin Jakhar Sir TimeStamps- 0:00 - Introduction 2:54 - Golden Rules of Inequalities 5:27 - Wavy Curve ...
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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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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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MathxMatrix on Instagram: "The Lebesgue integral: a smarter way to calculate the area under a curve. While the traditional Riemann integral (what we learn in school) breaks area into vertical strips, the Lebesgue integral breaks it into horizontal slabs. For "nice" functions, they give the same answer. But Lebesgue is more powerful-using Measure Theory to handle "pathological" or jagged functions where traditional calculus fails. Original creation by @abidebyreason (also on YT)"
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MathxMatrix on Instagram: "The Lebesgue integral: a smarter way to calculate the area under a curve. While the traditional Riemann integral (what we learn in school) breaks area into vertical strips, the Lebesgue integral breaks it into horizontal slabs. For "nice" functions, they give the same answer. But Lebesgue is more powerful-using Measure Theory to handle "pathological" or jagged functions where traditional calculus fails. Original creation by @abidebyreason (also on YT)"
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