BHANNAT MATHS
144 comments
Review summary
Based on 144 comments, created with AI
Students overwhelmingly praise this teacher's teaching quality, teacher's experience, study material. Many students highlight ns sir explained this problem to us very easily in the...
What students talk about most
Evaluation breakdown
Top Strengths
1. Clear and easy explanations of complex problems.
2. High-quality and advanced problem content for JEE preparation.
3. Strong student appreciation and perceived value of teaching.
Areas to Improve
1. Ensure transparency and authenticity in problem-solving demonstrations.
2. Provide more detailed logical explanations for all steps.
3. Clarify potentially ambiguous question phrasing in study material.
What students love
“NS Sir explained this problem to us very easily in the classroom. #NSSir #Motionite”
32 likes
“What a beautiful question. And also the graph is nice. Thank you for this nice question.”
10 likes
“Quality content ❤️”
7 likes
“Sir, thanks, please bring more advanced type problems like this, it's helpful.”
6 likes
“First time I solved a question by myself. Thank you sir 😊”
5 likes
“One of the best mathematics channels I have ever come across on YouTube. Every video is incredibly useful and shows the depth and dedication of your teaching.”
3 likes
“Since f'(x) is always an increasing function, it's going to yield the minimum value at the lower limit, i.e. 0, pretty simple.”
3 likes
“Great video sir....got to know about you through Anshul sir's video, loved the latest SKT episode.”
2 likes
“Sir, we love you from the bottom of our hearts. You have contributed so much value to our life that can't be evaluated by mathematical formulas.”
2 likes
“Sir, love the way you explain. I tried but my analysis wasn't good. Thanks for this wonderful and knowledgeable session.”
1 likes
What could be better
“Teacher comes after memorizing the solution. 😮😮”
9 likes
“A bit misleading question because sum of all roots is often assumed for roots of the same equation, but there are n equations here and it demands the sum of all roots of all those equations.”
4 likes
“Sir, what approach? Why did you only take 1? You didn't give any logic.”
1 likes