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GATE 2025 Test Series for Mathematics and Aptitude with Video Course
GATE 2025 Test Series for Mathematics and Aptitude with video Course, this portion cover 30% of the total marks. But we have observed large number of students left this portion. So we at toptestseries come up with this amazing course for you.
What you will get?
1. 30+ Test Series(English, Aptitude, Mathematics)
2. Video Course Which Includes Concepts with Previous Year Questions(Mathematics & Aptitude, English will not be included)
3. This Course is Taught by Ayush Sir(GATE AIR 108), M.Tech IISC Bangalore
4. Few Lessons Taught by Ujjwal Sir Also.
Video Course Language- Hinglish
Test Series Language- English
Course Validity- Till GATE 2025 Exam
Instructor: TTS Team
Language: English
Validity Period: Lifetime
₹2999 86% OFF
₹399
GATE 2025 Test Series for Mathematics and Aptitude with video Course, this portion cover 30% of the total marks. But we have observed large number of students left this portion. So we at toptestseries come up with this amazing course for you.
In this course you will get video lectures of Mathematics as well as Aptitude and of course 30+ Test Series.
So, that you will not only crack GATE 2025 but also you can get good score in GATE 2025.
In this package you will get-
1. Test Series of English, Aptitude and Mathematics, which includes topic wise, subject wise.
2. Video course of Mathematics and Aptitude with Previous Year Questions.
Test Series in the course-
- English Test Series is LIVE
- Aptitude Test Series is LIVE
- Mathematics is LIVE
Video course in the course-
- Mathematics Live
- Aptitude Live
While start writing test series of GATE 2025 Test Series(Maths and Aptitude) which exam will be held in the year of 2025-
How questions and options will appear on the test series-
After submitting the test series, rank, complete analysis of the tests written by you as well as you will also get with solutions of questions-
| Best Books for GATE Mathematics & Aptitude | |||
| GATE 2024 Non Tech Syllabus(Maths, Aptitude & English) | |||
| Gate Verbal Ability: English Grammar | |||
| Gate ME Verbal Ability: Sentence Completion | |||
| Gate ME Verbal Ability: Word Groups | |||
| Gate ME Verbal Ability: Analogies | |||
| Gate ME Verbal Ability: Critical Reasoning & Verbal deduction | |||
| GATE Numerical Reasoning | |||
| GATE Numerical Computation | |||
| GATE Numerical Estimation | |||
| L1 Linear Algebra (20:00) | |||
| L2 LA Types of Matrix (30:00) | |||
| L3 LA Numerical based on formation of matrix | |||
| L4 LA Product of Matrices (30:00) | |||
| L5 LA Transpose of a Matrix (19:00) | |||
| L6 LA Determinant of a Matrix (42:00) | |||
| L7 Numerical Based on Determinants (43:00) | |||
| L8 Adjoint and Inverse of a Matrix (27:00) | |||
| L9 Types of Square Matrix (61:00) | |||
| L10 Rank of a Matrix (26:00) | |||
| L11 Properties of Rank of a Matrix (25:00) | |||
| L12 System of Linear Equation (45:00) | |||
| L13 Characteristics Equation & Eigen values (20:00) | |||
| L14 Properties of Eigen of Values (40:00) | |||
| L15 Cayley Hamilton Theorem (19:00) | |||
| L16 Eigen Vectors (57:00) | |||
| L17 Diagonalization of a matrix (13:00) | |||
| L18 LA Basis of a vector space (LA Last Lesson) | |||
| GATE- DETERMINANT OF A MATRIX , PROPERTIES OF DETERMINANT , ELEMENTARY TRANSFORMATIONS , ADJOINT AND INVERSE OF A MATRIX . | |||
| GATE BASICS OF MATRIX , MATRIX MULTIPLICATION , TYPES OF SQUARE MATRIX AND THEIR PROPERTIES , TRANSPOSE OF A MATRIX AND ITS PROPERTIES | |||
| GATE Linear Algebra | |||
| GATE RANK OF A MATRIX , SYSTEM OF LINEAR EQUATIONS (HOMOGENOUS AND NON HOMOGENOUS ) | |||
| GATE– Variable separable form , Linear differential equation , Exact differential equation , Non exact Differential equation , Homogenous differential equation | |||
| GATE- Order and Degree of Differential equation , Formation of Differential Equation , Solution of Homogenous and Non-Homogenous Differential Equation , Cauchy’s linear Differential Equation | |||
| GATE– EIGEN VALUES , EIGEN VECTORS AND CAYLEY HAMILTON THEOREM | |||
| EIGEN VALUES , EIGEN VECTORS AND CAYLEY HAMILTON THEOREM | |||
| GATE– EIGEN VALUES , EIGEN VECTORS AND CAYLEY HAMILTON THEOREM | |||
| Differential Equation | |||
| L1 Differential Equation Introduction 14:00 | |||
| L2 Order & Degree of DE 20:00 | |||
| L3 Linear & Non Linear DE 11:00 | |||
| L4 Formation of DE 19:00 | |||
| L5 Solution of ordinary DE 12:00 | |||
| L6 Solution of homogeneous DE 54:00 | |||
| L7 Soln of non homogeneous DE 64:00 | |||
| L8 Cauchy's linear DE 22:00 | |||
| L9 1st order & 1st degree DE 1 23:00 | |||
| L10 Linear Differential Equation 37:00 | |||
| L11 Exact Differential Equation 50:00 | |||
| L12 Homogeneous Differential Equation 9:00 | |||
| L13 Basics Partial of Differential Equation 21:00 | |||
| L14 Classification of partial DE 19:00 | |||
| L15 Jacobians 10:00 | |||
| L16 Euler's Theorem of Homogeneous Function 30:00 | |||
| L17 Method of seperation of variables 21:00 | |||
| Differential Calculas | |||
| L1. Differential Calculas Introduction 16:00 | |||
| L2. Limits 57:00 | |||
| L3. Continuity 48:00 | |||
| L4. Differentiability 39:00 | |||
| L5. Mean Value Theorems 40:00 | |||
| L6. Increasing & Decreasing Function 21:00 | |||
| L7. Minima & Maxima with 1 Independent Variable 55:00 | |||
| L8. Minima & Maxima with 2 independent variable 42:00 | |||
| L9. Limits & Series Expansion 51:00 | |||
| Aptitude | |||
| L1 Data Interpretation 5:00 | |||
| L2 Aptitude Bar Graph 19:00 | |||
| Integral Calculus | |||
| L1. Integral Calculus Introduction 25:00 | |||
| L2. Definite Integrals 85:00 | |||
| L3. Special Function for Single Integral 54:00 | |||
| L4. Multiple integral Double & Triple integral 78:00 | |||
| L5. Application of Integral Calculus 93:00 | |||
| Vector Calculus | |||
| L1. Vector Calculus Introduction 39:00 | |||
| L2. Vector Calculus 58:00 | |||
| L3. Vector differential operator 18:00 | |||
| L4. Gradient, Divergence, curl & Directional derivative 83:00 | |||
| L5. Vector Identities 29:00 | |||
| L6. Vector Integral Calculus 114:00 | |||
| Complex Variables | |||
| L1. Complex Variables 75:00 | |||
| L2. Complex Variables(Analytic Function) 56:00 | |||
| L3. Complex Variables(Milne Thomson's Method) 16:00 | |||
| L4. Complex Variables(Complex Integrals) 20:00 | |||
| L5. Complex Variables(Residue & Cauchy's Residue Theorem) 79:00 | |||
| L6. Complex Variables(Complex series expansion) 63:00 | |||
| GATE- PROBABILITY - RANDOM VARIABLES, EXPONENTIAL DISTRIBUTION, UNIFORM DISTRIBUTION, MEAN, MODE, MEDIAN, SKEWNESS, CORELATION AND REGRESSION. | |||
| GATE- Probability I | |||
| GATE- Probability II | |||
| GATE– VECTOR CALCULUS (PRODUCT OF VECTORS , VECTOR DIFFERENTIAL OPERATOR , GRADIENT , DIVERGENCE AND CURL , VECTOR IDENTITIES , LINE INTEGRAL , SURFACE INTEGRAL , TRIPLE INTEGRAL , STOKE’S THEOREM , GAUSS DIVERGENCE THEOREM , GREEN’S THEOREM) | |||
| GATE – Integral Calculus :- Definite Integrals , Special functions , Multiple integrals , Change of order of integration , Application of Integration | |||
| GATE– LIMITS AND SERIES EXPANSION , CONTINUITY , DIFFERENTIABILITY , MINIMA AND MAXIMA , MEAN VALUE THEOEMS | |||
| Probability & Statistics | |||
| L1 Probability and Statistics GATE Previous Year Questions 133:00 | |||
| L2 Conditional Probability Probability 33:00 | |||
| L3. Total Probability and Baye's Theorem Probability 34:00 | |||
| L4. Random Variable Probability 72:00 | |||
| L5. Binomial Distribution 19:00 | |||
| L6. Poisson distribution 25:00 | |||
| L7. Normal distribution 35:00 | |||
| L8. Exponential and Uniform Distribution 21:00 | |||
| L8. Mean mode and median 43:00 | |||
| L9. Skewness Coefficient 21:00 | |||
| L10. Correlation & Regression 57:00 | |||
| GATE Probability - BASICS OF PROBABILITY , CONDITIONAL PROBABILITY , TOTAL PROBILITY , BAYE’S THEOREM , BINOMIAL DISTRIBUTION , POISSON DISTRIBUTION , NORMAL DISTROBUTION. | |||
| Numerical Methods GATE | |||
| Mathematics Remaining Topics | |||
| L1. Numerical Methods 82:00 | |||
| L2. Numerical Solution of Differential Equation 59:00 | |||
| L3. Numerical Solution of integration, Trapezoidal Rule 40:00 | |||
| L4. Laplace Transform 93:00 | |||
| L5. Fourier Series GATE 32:00 | |||
| Aptitude | |||
| L1. Time, Speed Distance 137:00 | |||
| L2.Time and Work 127:00 | |||
| L3. Percentages & its applications part 1 100:00 | |||
| L4. Percentage & its applications Part 2 120:00 | |||
| L5. Number systems part 1 139:00 | |||
| L6. Number systems part 2 137:00 | |||
| L7. Number systems part 3 126:00 | |||
| L8. Permutation & Combination part 1 153:00 | |||
| L9. Permutation & Combination part 2 137:00 | |||
| L10. Probability Part 1 130:00 | |||
| L11. Probability part 2 | |||
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