CUET-PG & SET | Function of Two Variables | Complete One Shot Series | By GP Sir
Dr.Gajendra Purohit - GATE / IIT JAM / CSIR NET и ещё 2
0:00 / 0:00
CUET-PG & SET | Function of Two Variables | Complete One Shot Series | By GP Sir
3 879 просмотров · 6 дн. назад
Dr.Gajendra Purohit - GATE / IIT JAM / CSIR NET и ещё 2
3 879 просмотров · 6 дн. назад
CSIR NET & IIT JAM | Function of Two Variables | Complete One Shot Series | By GP Sir
Preparing for CSIR NET or IIT JAM Mathematics? This complete one-shot lecture focuses on Function of Two Variables to help you strengthen your mathematical concepts and prepare effectively for competitive examinations. 🚀
📌 Function of Two Variables
📌 Important Concepts and Definitions
📌 Domain and Range of Functions
📌 Limits and Continuity of Functions
📌 Partial Derivatives
📌 Concept-Based Problem Solving
📌 Exam-Oriented Mathematics Preparation
This lecture is designed to help you build a strong foundation in Functions of Two Variables, revise important concepts, and improve your problem-solving approach for CSIR NET and IIT JAM Mathematics.
00:00 Introduction
00:50 Limit of a Function of Two Variables — Concept
02:26 Method: Checking Limits Along Different Paths
03:19 Examples: Limit That Exists vs Limit That Does Not Exist
07:35 Degree Rule Shortcut for Homogeneous Functions
08:29 Non-Homogeneous Case — Choosing the Path y = x⁴
15:35 Limit Using the Substitution x − y = t (L'Hôpital)
18:05 Continuity of a Function of Two Variables — Concept & Examples
26:40 Continuity Examples: Degree Rule & 1 − cos(x + y)
34:11 Partial Derivatives at a Point — Definition
36:03 Partial Derivative Examples (Existing vs Not Existing)
46:45 Differentiability of a Function of Two Variables
52:45 Differentiability Shortcut Rule (Degree Difference)
54:28 Directional Derivative — Concept & Two Methods
1:00:20 Directional Derivative Examples & MCQs
1:19:41 Maxima and Minima — Extrema, Critical & Saddle Points
1:21:10 Test Procedure: r, s, t and RT − S²
1:24:13 Example:
1:26:10 Example:
1:29:44 Example
1:37:03 Example:
1:45:14 outro
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👉 Watch the complete one-shot lecture and revise the important concepts in one place.
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