Maths Mastery with Dr Upasana P Taneja
यह चैनल उन सभी students के लिए बनाया गया है जो B.Sc, M.Sc, NET, GATE, IIT JAM, CUET PG और अन्य competitive exams की तैयारी कर रहे हैं।
यहाँ आपको मिलेगा:
📚 Complete Courses (Basic to Advanced)
✔ Real Analysis
✔ Group Theory (Abstract Algebra)
Ring Theory
✔ Linear Algebra
✔ Complex Analysis
हर topic को simple examples, step-by-step explanation, और easy language में समझाया गया है
✔ Exam-oriented Short Tricks
✔ Important MCQs & PYQs
✔ Concept clarity पर strong focus
मेरा aim है कि हर student Maths को fear नहीं करे,
बल्कि confidence के साथ सीखे, क्योंकि—
“Maths tough नहीं, सही guidance की ज़रूरत होती है।”
अगर आप—
✔ Strong basics बनाना चाहते हैं
✔ Maths को depth के साथ समझना चाहते हैं
✔ Tricks + concepts दोनों सीखना चाहते हैं
तो यह channel आपके लिए perfect है!
आपका support मेरे लिए motivation है!
|x| is Continuous | Full ε–δ Proof Explained Step-by-Step
Master Differentiability in 1 Hour🔥🔥 | Class 12 + College Level | Concepts + Questions
Limit Example Solution | Indeterminate Form Made Easy
Continuity, Discontinuity & Uniform Continuity Explained | Full Guide with Examples
Class equation of Dn || D4 & D5 Explained in 5 Minutes | Group Theory || CSIR NET || MSC MATHS
Class Equation of Sn Explained in 5 Minutes | Group Theory || CSIR NET || MSC MATHS
Group Theory made easy🔥full course| IIT JAM • CSIR NET • GATE • TIFR • UPSC• All MSc Exams 70+ MCQs
“Lund University Tour 🇸🇪 | Sweden Study Guide + Application Process Explained (Hindi)”
Groups of Order p³ | Abelian & Non-Abelian Cases Explained | B.Sc / M.Sc / NET / IIT JAM
Class Equation PYQs Marathon🔥 | CSIR NET / GATE / IIT-JAM Group Theory
Lecture on Abelian and Non-Abelian Groups | Group Theory Simplified | B.Sc / M.Sc / NET / IIT JAM
Abstract Algebra: Cyclic and Non-Cyclic Groups | Quick Revision CSIR NET | IIT-JAM | DSSSB | GATE
Group Theory Marathon 🔥 Subgroups, Normal Subgroups & PSSG | B.Sc / M.Sc / NET / IIT JAM
Abstract Algebra: Non-Cyclic Group of Order 10 | Orders and Subgroups
FINDING POLYNOMIAL USING CHINESE REMAINDER THEOREM
Cyclic Groups Simplified | Order of Elements, Number of Subgroups | Dr Upasana Taneja
CHINESE REMAINDER THEOREM || PROOF || EXAMPLES || RESULTS
Number Theory Marathon 🔥 Last Digit, Last 2 Digits & Remainder Tricks | B.Sc / M.Sc / NET / IIT JAM
PRIME ORDERED GROUP || EXAMPLES || PROPERTIES || RESULTS ||SHORT TRICKS
Coprime ideals | Definition | Examples
Algebraic Properties of numbers|| closure property|| Associativity|| Identity element | inverse
Complete Group Theory Marathon 🔥 Concepts + MCQs + Tricks | B.Sc / M.Sc / NET / IIT JAM
Intersection of ideals is an ideal|How to find intersection of ideal|Examples intersection of ideals
Union and Intersection of Sets || Examples|| Venn diagrams
Product of Ideals is an ideal|| product of ideals Examples|| How to find product of ideals
Power Sets || Definition || Examples || Formula
Sum of ideals is an ideal proof || How to find sum of ideals Examples
Closure of a set || Limit points || Examples || BSc maths || MSc maths
Properties of Polynomial Rings || Polynomial Rings || Examples || MCQs
Hyperbolic functions | Sin hx I Cos hx | Exponential functions