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GATE

Here are the best resources to pass GATE. Find GATE study guides, notes, assignments, and much more.

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Fourier series part 2
  • Fourier series part 2

  • Summary • 167 pages • 2024
  • Fourier series part 2 from analog communication is uploaded.............part 1 is already uploaded
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ANALOG COMMUNICATION
  • ANALOG COMMUNICATION

  • Summary • 49 pages • 2024
  • This document consists of summary of Fourier series which is an important topic in analog communication....this is just the first part....rest of the parts will be uploaded soon
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Automatically Programmed Tool (APT) Full Notes
  • Automatically Programmed Tool (APT) Full Notes

  • Summary • 5 pages • 2024
  • Automatically Program Tool (APT) is a high-level computer programming language used to generate instructions for controlling machine tools and manufacturing processes. Developed in the 1950s, APT revolutionized the field of Computer Numerical Control (CNC) by allowing engineers and machinists to describe complex machining operations in a clear, concise, and machine-independent manner. APT uses symbolic codes to represent machining operations, tool movements, and part geometry, making it easier t...
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Previous year questions for gate exam
  • Previous year questions for gate exam

  • Other • 15 pages • 2024
  • Here are some solved plant biotechnology previous year questions for gate bt exam.
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GATE PYQ
  • GATE PYQ

  • Other • 12 pages • 2024
  • Here's the previous year questions for GATE examination
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M3 ((Unit-6) statistics and probability
  • M3 ((Unit-6) statistics and probability

  • Class notes • 8 pages • 2024
  • The unit covers following points - Types of correlation: positive, negative, and zero correlations indicate relationships between variables. - Regression and linear regression analyze the relationship between dependent and independent variables. - Random variables represent outcomes of random events, with specific probability distributions. - The normal distribution is characterized by its bell-shaped curve and mean-variance properties. - The Poisson distribution models the number of event...
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M3 (Unit-4) Numerical solution of 1st order eq
  • M3 (Unit-4) Numerical solution of 1st order eq

  • Class notes • 39 pages • 2024
  • The unit covers following points - Introduction to numerical methods for solving ordinary differential equations (ODEs) using vectors - Explanation of Picard's method, an iterative approach for approximating solutions to initial value problems - Overview of Taylor's series expansion method, which provides a systematic way to approximate solutions near a given point - Introduction to Runge-Kutta methods, including Runga's method and the popular fourth-order Runge-Kutta method, for solving...
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M3 (Unit-3) Vector integration
  • M3 (Unit-3) Vector integration

  • Class notes • 56 pages • 2024
  • The unit covers following points - Introduction to vectors and their significance in mathematics and physics - Explanation of linear integral, involving the integration of vector fields along curves or paths - Discussion on surface integrals, focusing on the integration of vector fields over surfaces - Overview of volume integrals, used to calculate properties within three-dimensional regions - Introduction to Stokes' theorem, relating line integrals of vector fields to surface integrals ...
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M3 (Unit-2) Vector
  • M3 (Unit-2) Vector

  • Class notes • 46 pages • 2024
  • The unit covers following points - Introduction to vectors and their role in mathematics and physics - Explanation of curl as a measure of rotational behavior in vector fields - Discussion on directional derivatives, indicating how a function changes along a given direction - Overview of gradients, representing the rate of change of a scalar function in space - Application of vectors in solving numerical problems involving normal surfaces and vector fields - Illustrative examples and exer...
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