Name: Engineering Mathematics - GATE/ESE
Brand: CIZ Plus
SKU: 5f229f200cf220f6890508e4
Price: 2999 INR
Availability: InStock
Rating: 5.0 (14 reviews)

Engineering Mathematics - GATE/ESE

Engineering Mathematics holds a very significant weightage in both GATE and ESE. In GATE, a total of 15 marks out of 100 is asked; while in ESE (Paper I) Prelims, Engineering Maths is asked for 20 marks out of 200.

This course is perfect for both GATE and ESE, as the instructor has very clearly picked and described all the concepts from basics along with illustrative examples and a large number of Previous Year Questions of GATE and ESE.

Segmented into chapters and sub-chapters, this course is perfect for you if you are sincerely preparing for GATE and IES.

Go for it!

Happy Learning!

5.0 (14 ratings)

Instructor: CIZ Plus

Language: English, Hindi

Validity Period: 150 days

₹4999 40% OFF

₹2999

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Segmented into chapters and sub-chapters, this course is perfect for you if you are sincerely preparing for GATE and IES.

Go for it!

Happy Learning!

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Other Courses


01) Linear Algebra
	1-a) Introduction to Matrix Algebra	Preview
	1-b) Matrix Algebra	Preview
	1-c) Inverse of Matrix
	1-d) Rank of Matrix
	1-e) System of Linear Equations
	1-f) Eigen Values & Eigen Vectors
	1-g) Problems on Linear Algebra
02) Calculus
	2-a) Limits	Preview
	2-b) Continuity & Differentiability
	2-c) Continuity & Differentiability
	2-d) Rolle's Theorem & Mean Value Theorem
	2-e) Partial Differentiation
	2-f) Maxima & Minima
	2-g) Problems on Maxima & Minima
	2-h) Basics of Integration
	2-i) Problems on Integration
	2-j) Introduction to Double Integral
	2-k) Problems on Double Integral & Applications
	2-l) Change of Variables
	2-m) Introduction to Vector Calculus
	2-n) Gradient and Directional Derivatives
	2-o) Divergence and Curl
	2-p) Line Integral and Green's Theorem
	2-q) Surface & Volume Integral
	2-r) Introduction to Differential Equations
	2-s) Order, Degree & Formulation of O.D.E.
	2-t) Linear Differential Equations
	2-u) Homogenous & Non-Homogenous D.E.
	2-v) Exact D.E.
	2-w) Exact D.E.
	2-x) Complimentary Function
	2-y) Particular Integral
	2-z) Partial Differential Equation
03) Probability and Statistics
	3-a) Introduction to Probability
	3-b) Advanced Problems on Probability
	3-c) Basics of Statistics
	3-d) Expected Value and Variance
	3-e) Binomial & Poisson Distribution
	3-f) Continous Distribution
	3-g) Normal Distribution
04) Laplace Transformation
	4-a) Laplace Transformation
05) Numerical Methods
	5-a) Bisection, Regula-Falsi & Secant Method
	5-b) Newton Raphson Method
	5-c) Numerical Integration
	5-d) Solution to Differential Equation
06) Complex Functions
	6-a) Introduction to Complex Functions
	6-b) Analytic Function & Cauchy- Reimann Equations
	6-c) Complex Integration
	6-d) Cauchy's Integral Formula
	6-e) Residue and Residual Theorem

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