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Samar K

TUTOR
@smrkamboj
Joined Aug 2021 · 3:40 AM Local

Upcoming Sessions

Samar isn't hosting anything soon, but you can follow them to get updates on future sessions.

Past Sessions

11 Sessions

Enrichment · session

Live Help

This is a Live Help session to help answer a question in Pre-Algebra

Samar K

0
Session ended.

Enrichment · session

Live Help

This is a Live Help session to help answer a question in Algebra 2

Samar K

0
Session ended.

Enrichment · session

Live Help

This is a Live Help session to help answer a question in Calculus

Samar K

0
Session ended.

Enrichment · session

Live Help

This is a Live Help session to help answer a question in Calculus

Samar K

0
Session ended.

Enrichment · session

Making graphs

This session is for a student Rena. I will be guiding her in making graphs.

Samar K

0
Session ended.

Enrichment · session

Live Help

This is a Live Help session to help answer a question in Algebra 2

Samar K

0
Session ended.

Indian Curriculum · session

Doubt Clearing

Doubt/s from Combinatorics, Number Theory, Geometry, Linear Algebra and Calculus are welcome. I will try to assist you as much possible as I can.

Samar K

0
Session ended.

Enrichment · session

Live Help

Hello! Happy to help with any questions you might have.

Samar K

0
Session ended.

Indian Curriculum · session

Doubt Clearing

Doubt/s from Sets and Functions, Combinatorics, Number Theory, Geometry, Trigonometry and Calculus are welcome. I will try to help you as much possible as I can but if I am unable then Sorry for that.

Samar K

4
Session ended.

Enrichment · session

AoPS Math

I will try to discuss topic by solving problems. If you aren't willing to give response/reply either through mic or chat then you should not join the session. I am following "Methods of Solving Number theory Problems" book to teach myself.

Samar K

0
Session ended.

Enrichment · session

Even More Math

Pascal’s triangle is full of patterns, one of the beautiful thing in Mathematics. We will discuss two (kind of similar) pattern in Pascal’s triangle. The proof requires thinking (Why is it true?, Reason behind something why it is true or false, Oh Yes it seems to be true kind of thing), Divisibility, Combinatorics formula. If you know these things well and good else you can watch it patiently but I’m afraid you won’t understand.

Samar K

0
Session ended.

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