Angle between Radius Vector and Tangent (Part 3) | Polar Curves | Engineering Mathematics

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Explore the fascinating world of Polar Curves in Engineering Mathematics! In this video, we delve into the derivation of the tangent angle between the radius vector and tangent, a crucial concept in Polar Curves. Learn how to establish the relationship between the radius vector and tangent, and discover practical examples illustrating the angle between these two vectors. If you're a first-year engineering mathematics student or simply interested in Polar Curves, this video is a must-watch. Join us for an in-depth exploration of this topic and enhance your math skills. Don't forget to like, share, and subscribe for more engineering math content!

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thank you sir for such a lovely explaination these explanations helped me alot my maam couldnt teach anything properly but sir i respect u and ur teaching it helped me alot i pray that u stay healthy and continue to teacher, student prayers are with u

SyedYousuf-eh
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Sir module four Integral Calculus elli ide sir plz

nitingowda
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sir second question is wrong we cannot apply logm ^n formula for cos^2(x/2)

adithyakiran