Partial Derivatives – Differential Calculus for GATE, ESE, AE/JE Partial Derivatives are a fundamental concept in Differential Calculus for functions of multiple variables. This topic is very important for GATE, ESE, AE/JE exams and forms the base for advanced topics like Euler’s Theorem and Maxima ...
Maxima & Minima (Two Variables) – Differential Calculus for GATE, ESE, AE/JE Maxima and Minima of functions of two variables is an important topic in Differential Calculus. It is frequently asked in GATE, ESE, AE/JE exams and involves partial derivatives and determinant test. Basic Concept For a fun...
Maxima & Minima (One Variable) – Differential Calculus for GATE, ESE, AE/JE Maxima and Minima are important applications of Differential Calculus. This topic is frequently asked in GATE, ESE, AE/JE exams and is highly scoring with proper concept clarity. Basic Concept Maxima and minima refer to the ...
Euler’s Theorem – Differential Calculus for GATE, ESE, AE/JE Euler’s Theorem is an important result in Differential Calculus related to homogeneous functions. It is frequently asked in GATE, ESE, AE/JE exams and helps simplify partial derivative problems. Homogeneous Function A function f(x, y) is s...
Taylor & Maclaurin Series – Differential Calculus for GATE, ESE, AE/JE Taylor and Maclaurin Series are important topics in Differential Calculus used to approximate functions. They are frequently asked in GATE, ESE, AE/JE exams and are very scoring when standard expansions are known. Basic Concept A...