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Mean Value Theorem||Thomas Calculus
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Application of derivatives , Rolls theorem and Mean value theorem are explained in this video. These theorem guaranteed the existence of the number c from the open interval (a, b). At that point c
1. According to the rolls theorem, derivative is zero...i.e tangent at point c is parallel to the x axis
2. According to mean value theorem, Tangent is parallel to the secant line.
Remaining details can be seen in the video.
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1. According to the rolls theorem, derivative is zero...i.e tangent at point c is parallel to the x axis
2. According to mean value theorem, Tangent is parallel to the secant line.
Remaining details can be seen in the video.
Best Regards
For More Information Visit My Blog:
------------- Support me By (its Free) ------------------
LIKE | COMMENT | SHARE | SUBSCRIBE Karien Aur Ghanti ke Button ko Dabaye aise hi videos ko Mazzeed dekhne ke liye.
======================================================
Subscribe my channel =
======================================================
if u like this video hit the like button, Also Press the Share Button and subscribe this channel for more videos like this....
============================================
if u have any query comment down below....
Thanks you.
======================================================
▀▄▀▄▀▄ [ Follow Me on ] ▄▀▄▀▄▀
Twitter :
Facebook :
Website :
Youtube :
Blog :
Instagram :