Calculus 1: Linear Approximations and Differentials (Video #18) | Math with Professor V
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- čas přidán 30. 09. 2020
- Using the tangent line to a curve as a linear approximation for the function near the point of tangency. Examples finding the linearization of a a function at a certain point. Using differentials to approximate the change in a function, and graphically interpreting the change in f(x) versus the change in y in the tangent line (dy). #differentials #linearization #linearapproximation #calculus #calculus1 #mathtvwithprofessorv #math #youtubemath #mathvideos #calculusvideos #derivatives #differentialcalculus #calculushelp #calculustutor #mathprofessor #mathtutor #mathhelp #tangentline #equationoftangent
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the discussion is on point, the concepts are clear, your handwriting is also nice. thank you so much you helped me big time
You are so very welcome! I truly appreciate your feedback and being able to help you learn advanced mathematics. :)
wow, your lessons are incredible! you’re getting me through calc😭🙏TYSM
Nice video! You deserve more attention! Please continue with you great work.
Thank you so much!
Thank you so much for these videos Prof. V, they are truly super helpful and are giving me ease as I review for my Final.
You’re so welcome! Good luck! 🍀☺️👍🏻
I searched for linear approximations and am so glad I found your channel, well done.
Yay thank you so much! I’m so glad you found my channel too. 😊
your explanation made the whole topic much easier. Thank you
You are so welcome!
Thanks a lot .
Your explanation was really helpful
You’re so welcome!
Great explanation. Thanks!
You’re welcome!
Really helpful video
I'm working on reset exam for calculus. This was so helpful. Thank you so Much. ❤❤
I’m so glad!!!! You are very welcome! ☺️☺️
i honestly love your videos a lot lol.
Thank you so much! ☺️
Thank you for the proper explanation...I wish you were my professor instead of my current one😂
Happy to help! I wish you were my student too!
Okay, I finally found an excellent Calc Prof. Thank you for all the tricks and tips. I should be paying you, not my current Prof.
😂 Happy to be of service! 💕🫶🏻
You’re the only video that talks about when a=0 you have to make an equation from .95=1+x and then solve for x, and that you can’t just plug in 0 which seems to not be in line with the last part of the equation (x-a). It was a really non-intuitive leap that I didn’t see. It IS annoying that all other problems I tried where a doesn’t equal 0, you can just plug that in fine and get a good answer. Long story short you just lowered my stress levels astronomically ❤
Nothing makes me happier than being able to help students like yourself!!!! ❤️❤️❤️ Thank you so much for your comment, I so appreciate it. 🥹 When I teach and record videos I try to keep everything as down to earth and natural as possible, always explaining what thoughts go through my head when I solve problems. Wishing you lots of success with the rest of your semester, and education! Xoxo, Professor V
ECXELLENT explanation
Thank you! 😊
your explanation is brilliant! tell me please the way how to give you 100 thumb ups:)
☺️☺️☺️💕🫶🏻
ok but your handwriting is so inspirational
Why thank you ☺️
wow, your lessons are incredible! you’re getting me through calc😭🙏TYSM
You're so welcome! Thank you for your comment and support! 💕💕💕🫶🏻🥰
@@mathwithprofessorv one question: is your patron still active? :) i’d love to support & access extra practice!
It is! I haven’t uploaded in a while because my patrons have become a little inactive, but if you join I’ll take requests and upload content weekly. 😊👍🏻
@@mathwithprofessorv im joining for sure! :) thanks for the info