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5000+ Assignments to Boost Your GATE 2025 Score

Branch-wise (6 Branches) & Engineering Mathematics assignments.

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Prepare for GATE 2025 with branch-specific assignments in aptitude and engineering mathematics. Our platform provides tailored problem sets that mirror real exam questions, helping you strengthen your problem-solving abilities and enhance your understanding of core concepts. With focused assignments for each engineering branch, you’ll master the key topics required for success. Start practicing today to boost your confidence and achieve your GATE goals.

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Choose your engineering branch and kickstart your professional career.

Civil Engineer

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Instrumentation Engineering

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Mathematic

Engineering Mathematics

(Applicable to all engineering disciplines)

Engineering Mathematics typically contributes around 13-15% of the total marks in GATE.

Calculus

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Calculus is essential for the GATE exam as it helps in understanding rates of change, optimization, and area calculations, which are critical in engineering analysis. (Topics 👇🏻)*

Integration
Differentiation
Multiple Integrals
Partial Derivatives
Maxima and Minima
Differential Equation
Limits and Continuity
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Linear Algebra

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Engineering Mathematics Linear Algebra is important for the GATE exam as it helps solve engineering problems involving vectors, matrices, and systems of equations. (Topics 👇🏻)*

Determinants
Vector Spaces
Diagonalization
Matrix Operations
Linear Transformations
Eigenvalues & Eigenvectors
Systems of Linear Equations
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Differential Equation

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Differential Equations are vital for the GATE exam as they model real-world engineering phenomena, such as heat flow, electrical circuits, and mechanical systems. (Topics 👇🏻)*

Series Solutions
Laplace Transforms
Engineering Problems
First-Order Differential E.
Homogeneous & Non-Homog.
Second-Order Differential Equ.
Method – Variation of Parameters
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Probability & Statistic

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Probability and Statistics are important for the GATE exam as they help in analyzing data, making predictions, and handling uncertainty in engineering problems. (Topics 👇🏻)*

Random Variables
Hypothesis Testing
Probability Theorems
Conditional Probability
Probability Distributions
Correlation & Regression
Expectation and Variance
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Complex Variables

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Complex Variables are crucial for the GATE exam as they help solve complex engineering problems, especially in signal processing and control systems. (Topics 👇🏻)*

Residue Theorem
Analytic Functions
Contour Integration
Conformal Mapping
Taylor and Laurent Series
Cauchy’s Integral Theorem
Cauchy-Riemann Equations
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Vector Calculus

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Vector Calculus is important for the GATE exam as it helps analyze vector fields and solve problems related to fluid flow, electromagnetism, and other physical systems. (Topics 👇🏻)*

Line Integrals
Stokes’ Theorem
Surface Integrals
Green’s Theorem
Scalar and Vector Fields
Gauss’s Divergence Theorem
Gradient, Divergence, and Curl
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Transform Technique

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Transform Techniques are crucial for the GATE exam as they simplify complex engineering problems, especially in signal processing, control systems, and communication. (Topics 👇🏻)*

Z-Transform
Fourier Transform
Laplace Transform
Inverse Transforms
Fast Fourier Transform
Discrete Fourier Transform
Appli.- Signal & System Analysis
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Numerical Methods

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Numerical Methods are essential for the GATE exam as they provide computational techniques for solving complex mathematical problems in engineering. (Topics 👇🏻)*

Numerical Integration
Root-Finding Methods
Solving Linear Systems
Numerical Differentiation
Finite Difference Methods
Euler, Runge-Kutta Methods
Interpolation & Extrapolation
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Partial Differential

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Partial Differential are vital for the GATE exam as they model various physical phenomena in engineering, such as heat conduction, wave propagation, and fluid dynamics. (Topics👇🏻)*

Heat Equation
Wave Equation
Laplace Equation
Fourier Series Solutions
Elliptic, Parabolic, Hyperbolic
Boundary and Initial Conditions
Method of Separation of Variable
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Table Of Contents
  1. 5000+ Assignments to Boost Your GATE 2025 Score
  2. Select Your Engineering Branch
  3. Engineering Mathematics