Daily Practice Program for UPSC MATHS

Daily Practice Program for UPSC MATHS

Practice Daily

Language: ENGLISH

Instructors: SuccessClap

Valid Till: 2022-12-01

₹20000 75% OFF

₹5000

 

Daily Practice and Test Programme (DPTP) for

UPSC MATHS 2022

 

 

  • Follow our Schedule and Complete your syllabus before Prelims.
  • Enough Time to prepare for a Topic and Take Test.
  • Daily Tests as per Schedule.
  • Exam oriented Daily Study, Daily Practice, Daily Target.

 

About Course:

  • We provide Day wise Tests, which you can download and take printout.
  • The Tests contain 8-10 high quality, very important questions for each topic.
  • Instant Solutions is provided.
  • Enough Time to prepare for Topics.
  • Please note that WE DO NOT Evaluate your Tests. It is SELF EVALUATION TEST SERIES
  • We Evaluate Grand Full-Length Tests ONLY.
  • We Provide SuccessClap’s 22 Weeks Study Material for Self-Study.
  • Doubts will be clarified through WhatsApp or Call.
  • For query: WhatsApp 9346856874  
  • Visit SuccessClap.com  :   Join Telegarm Group: https://t.me/SuccessClap
  • Price is 5K and it is FREE for students who have already enrolled for Complete Course or who will enrol for Complete Course.

 

 

Date

 

Topic 1

 

Topic 2

 

 

 

 

 

13-Jan-22

ODE

Formation,Integarting factors

PDE

Origin of PDE, Formation, (U,V) method

14-Jan-22

 

Problems on IF

 

 

15-Jan-22

 

Geometry interpretation, Application of ODE

 

Linear PDE of Order one
Lagrange Method- Type 1,2,3,4

16-Jan-22

 

Orthogonality

 

First Order Eqn : Solvable for p, x,y

 

Linear PDE Applications. Problems, Orthogonality

17-Jan-22

 

 

 

 

18-Jan-22

 

First Order Eqn : Claurait, Singular Soln

 

Charpit

19-Jan-22

 

 

LDE constant coefficient

 

 

20-Jan-22

 

ODE

 

PDE

Standard Forms I,II,III,IV

21-Jan-22

 

Cauchy Euler Eqn

 

Jacobians

22-Jan-22

 

Method of Variation of Parameter

 

 

23-Jan-22

 

Ordinary Simultaneous Eqns

PDE

Homogeneous Linear PDE

24-Jan-22

 

Linear Eqn of second Order
Reduction Method and Normal Form

 

Euler Cauchy eqns

25-Jan-22

 

 

 

 

26-Jan-22

 

 

Laplace Eqns

 

 

27-Jan-22

 

 

 

Canonical Form and Cauchy Strip

28-Jan-22

 

Inverse Laplace

 

 

29-Jan-22

 

 

 

 

30-Jan-22

 

Laplace in Solving ODE

 


Boundary Problems

30-Jan-22

 


 

 


 

31-Jan-22

ODE

Solve Previous Year Qns

PDE

Solve Previous Problems

 

 

 

 

 

1-Feb-22

Calculus and Real Analysis

 

Limits , Continuity

Calculus and Real Analysis

 

2-Feb-22

 

Differentiability

 

Sequences

3-Feb-22

 

 

Calculus and Real Analysis

 

4-Feb-22

 

Mean Value Theorem

 

Series

5-Feb-22

 

 

Indeterminate form Problems

 

 

6-Feb-22

 

 

 

Uniform Convergence

7-Feb-22

 

Improper Integrals

 

 

8-Feb-22

 

 

 

Several Variable Functions

9-Feb-22

 

Max/Min One and Two Variable Several, Lagrangian Method

 

 

10-Feb-22

 

 

 

Differentiation Under Integral Sign,

Asymptotes,

Definite Integral as Sum

11-Feb-22

 

Rieman Integrals

 

 

12-Feb-22

 

Jacobians

 

 

13-Feb-22

Calculus and Real Analysis


 

Calculus and Real Analysis

 

14-Feb-22

 

Partial Differentiations: Euler, Total Differentiations
 

 

Length of Arc, Areas,

Surfaces, Volumes

15-Feb-22

 


 

 

 

16-Feb-22

 


Beta Gamma Function : Application

 

 

17-Feb-22

 


 

 

Multiple Integrals

18-Feb-22

 

Calculus -Previous Year qns

 

Real Analysis
 Previous Year qns

19-Feb-22

 


 

 

 

20-Feb-22

 


 

 

 

 

 

 

 

 

21-Feb-22

3D Geometry

Basics: System of Coordinates

Analytic Geometry
Cosines and Projections

Numerical Analysis

 

 

 

solution of algebraic and transcendental equations of one variable by bisection, Regula-Falsi and Newton-Raphson methods

22-Feb-22

 

 

 

solution of system of linear equations by Gaussian elimination and Gauss-Jordan (direct), Gauss-Seidel(iterative) methods

23-Feb-22

 

Straight Lines ,

Planes
 

 

Lagrange’s interpolation

24-Feb-22

 

 

 

Trapezoidal rule, Simpson’s rules, Gaussian quadrature formula

25-Feb-22

 


 

 

Numerical solution of ordinary differential equations: Euler and Runge Kutta-methods.

26-Feb-22

 

 

 

 

27-Feb-22

 

Shortest Distance,

Skew Lines

 


 

28-Feb-22

 

 

 

 

1-Mar-22

 

 

 

 

2-Mar-22

 

 

Numerical Analysis

Number System,
Algorithms and flow charts for solving  problems

3-Mar-22

Analytic Geometry

 

 

 

4-Mar-22

 

Cones

Cylinders,

Spheres

 

 

5-Mar-22

 

 

 

 

6-Mar-22

 

 

Fluid Dynamics

Fluid Dynamics
Introduction, Various Coordinate Systems, Formulas
Kinematics of Fluid,

Boundary Problems

7-Mar-22

Analytic Geometry

Central Conicoids

 

 

8-Mar-22

 

 

 


 

9-Mar-22

 


 

 

 

10-Mar-22

 

Generating Lines,

Paraboloid

 

Fluid Dynamics
Kinematics: Streamline, Vorticity

11-Mar-22

 

 

 

 

12-Mar-22

 

3D-PYQ

 

 

13-Mar-22

 

 

 

Fluid Dynamics

Equation of Motion,

Bernauli Eqns

14-Mar-22

Mechanics

Moment of Inertia,

D alambert

 

 

15-Mar-22

 

 

 

 

16-Mar-22

 

 

 

 

17-Mar-22

 

Lagrangian Eqns

 

Source, Sink

18-Mar-22

 

 

 

 

19-Mar-22

 

 

 

Irrotational Motion
 

20-Mar-22

 

Hamiltonian Eqns

 

 

21-Mar-22

 

 

 

Vortex Motion,

Navier Stoke : 4 Qns

22-Mar-22

 

 

 

 

23-Mar-22

Mechanics

Fixed Axis,

Energy Conservation
Important Qns

 

 

24-Mar-22

 

 

Fluid Dynamics

Motion of Cylinder and Sphere

30-Mar-22

 

 

 

 

31-Mar-22

Linear Algebra

Introduction: Algebra of Matrices; Row and column reduction, , congruence’s and similarity; Symmetric, skew- Hermitian, skew- orthogonal and unitary matrices. Rank of a matrix, Echelon form, Normal Form,  Inverse of a matrix,

Complex Analysis

Analytic Functions , Cauchy Reiman Eqns: Definition and Problems, Limit ,Continuity

1-Apr-22

 

 

 

 

2-Apr-22

 

Eigenvalues and eigenvectors, characteristic polynomial,

 Cayley Hamilton Theorem

 

Taylor’s series; Laurent’s series formula

3-Apr-22

Linear Algebra

Solution of system of linear equations

Complex Analysis

 

4-Apr-22

 

 

 

Cauchy’s theorem, Cauchy’s integral formula

5-Apr-22

 

Diagnosable

 

 

6-Apr-22

 

Vector spaces Definition and problems

Subspaces, Bases, Dimension

 

 

7-Apr-22

 

,

 

Calculus of Residue

8-Apr-22

 

Linear transformations, rank and nullity ,

LT Bases, Singular, Inveribles

 

Power Series and Misc Topics like Convergence

9-Apr-22

 

Matrix Formations

 

 

10-Apr-22

Linear Algebra

Previous Year Problems

Complex Analysis

Previous Year Problems Complex Analyisis
 

11-Apr-22

 

 

 

 

12-Apr-22

Dynamics

Central Forces

Statics

Virtual work

13-Apr-22

 

Inverse Square Law

 

 

14-Apr-22

 

 

 

Common Catenary

15-Apr-22

 

Projectile

 

 

16-Apr-22

 

 

 

 

 


 

17-Apr-22

 

SHM

 

Equilibrium Stable/Unstable

18-Apr-22

 

 

 

 

19-Apr-22

 

Work Energy

 

 

Friction
 

20-Apr-22

 

 

 


 

21-Apr-22

 

Scalar and vector fields, differentiation of vector field of a scalar variable; gradient, divergence and curl in cartesian and cylindrical coordinates; higher order derivatives

 

Vector Identities

Modern Algebra

Binary Operations, Groups, Order, Properties

22-Apr-22

 

 

 

 

23-Apr-22

 

 

 

Subgroup,

Cyclic Group,

Permutation Group

Normal Group

24-Apr-22

 

Gauss Theorem

 

Stoke Theorem

 

 

25-Apr-22

 

 

 

Homomorphism

Cayley Theorem

26-Apr-22

 

Green Theorem

 

Ring Theory and Properties,

Integral Domain,

Field

27-Apr-22

 

 

 

 

28-Apr-22

 

Differential Geometry : Basics

Serret Frenet

Curvature, Torsion

 

Ideals,

Ring Homomorphism,

Quotient Ring

29-Apr-22

 

 

 

 

30-Apr-22

 

 

 

 

1-May-22

 

 

 

Imbedding of Rings,

Maximal,Prime Ideals, PID

2-May-22

Vector Analysis

Vector Analysis PYQ

 

 

3-May-22

 

 

 

 

4-May-22

 

 

Modern Algebra

ED, Polynomial Rings

UFD, Primitive,

Irreducible Polynomial

 

 

SYLLABUS COMPLETE ONCE

 

 

 

5-Jun-22

 

UPSC PRELIMS 2022 Exam

 

 

6-Jun-22

 

 

 

 

7-Jun-22

 

 

 

 

19-Jun-22

 

Mini Test Paper 1

Part A

 

Mini Test Paper 2

Part A

26-Jun-22

 

Mini Test Paper 1

Part B

 

Mini Test Paper 2

Part B

3-Jul-22

 

 

 

 

10-Jul-22

 

Full Length Test 1

Paper 1

 

Full Length Test 1

Paper 2

17-Jul-22

 

 

 

 

31-Jul-22

 

Full Length Test 2

Paper 1

 

Full Length Test 2

Paper 2

7-Aug-22

 

 

 

 

14-Aug-22

 

Grand Full Length Test 1

Paper 1

 

Grand Full Length Test 1

Paper 2

21-Aug-22

 

 

 

 

28-Aug-22

 

Grand Full Length Test 2

Paper 1

 

Grand Full Length Test 2

Paper 2

4-Sep-22

 

 

 

 

11-Sep-22

 

 

 

 

12-Sep-22

 

UPSC MAINS EXAM STARTS

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Course Curriculum

Fluid Dynamics
01 Fluid Intro Test (3 pages)
01 Fluid Intro Solutions (13 pages)
02 Fluid Kinematics Test (3 pages)
02 Fluid Kinematics Solutions (13 pages)
03 Fluid Eqn of Motion Test (3 pages)
03 Fluid Eqn of Motion Solutions (13 pages)
Analytic Geometry Tests
01 Geometry-Projections-Cosines-Test-SuccessClap (3 pages)
01 Geometry-Projections-Cosines-Solutions (13 pages)
02 Geometry-Straight LInes-Planes-Test-SuccessClap (3 pages)
02 Geometry-Straight LInes-Planes-Solutions (13 pages)
03 Geometry-SD-Skew-Test-SuccessClap (3 pages)
03 Geometry-SD-Skew-Solutions (14 pages)
04 Geometry-Cones-Cylinder-Sphere-Test-SuccessClap (3 pages)
04 Geometry-Cones-Cylinder-Sphere-Solutions (13 pages)
05 Geometry-Central Conicoids-Test-SuccessClap (3 pages)
05 Geometry-Central Conicoids-Solutions (13 pages)
06 Geometry-Generating Lines-Paraboloids-Test-SuccessClap (3 pages)
06 Geometry-Generating Lines-Paraboloids-Solutions (13 pages)
07 Geometry-PYQs-Test-SuccessClap (3 pages)
07 Geometry-PYQs-Solutions (13 pages)
Numerical Analysis Test
01 Numerical Analysis ALgebraic Equations-Test-SuccessClap (3 pages)
01 Numerical Analysis ALgebraic Equations Solutions (13 pages)
02 Numerical Analysis-Linear Eqns-Test-SuccessClap (3 pages)
02 Numerical Analysis-Linear Eqns- Solutions (13 pages)
03 Numerical Analysis Lagrange Interpolation-Test-SuccessClap (3 pages)
03 Numerical Analysis Lagrange Interpolation Solutions (13 pages)
04 Numerical Analysis-Integrations-Test-SuccessClap (3 pages)
04 Numerical Analysis-Integrations- Solutions (13 pages)
05 Numerical Analysis-ODE-Test-SuccessClap (3 pages)
05 Numerical Analysis-ODE- Solutions (13 pages)
Calculus and Real Analysis Test
CR01-LimitsContinuity-Test-SuccessClap (3 pages)
CR01-LimitsContinuity-Solutions (13 pages)
CR02-Differentiability-Test-SuccessClap (3 pages)
CR02-Differentiability-Solutions (13 pages)
CR03-Sequences-Test-SuccessClap (3 pages)
CR03-Sequences-Solutions (13 pages)
CR04-Mean Value Theorem-Test-SuccessClap (3 pages)
CR04-Mean Value Theorem-Solutions (13 pages)
CR05-Series-Test-SuccessClap - Copy (3 pages)
CR05-Series-Solutions (13 pages)
CR06-Indeterminate-Test-SuccessClap (3 pages)
CR06-Indeterminate-Solutions (13 pages)
CR07-Uniform Convergence-Test-SuccessClap (3 pages)
CR07-Uniform Convergence-Solutions (13 pages)
CR08-Improper Integrals-Test-SuccessClap (3 pages)
CR08-Improper Integrals-Solutions (13 pages)
CR09-Several Variable Functions-Test-SuccessClap (3 pages)
CR09-Several Variable Functions-Solutions (15 pages)
CR10-Max-Min-Lagrange-Test-SuccessClap (3 pages)
CR10-Max-Min-Lagrange-Solutions (13 pages)
CR11-Differntiation-Asymptote-Definite-Test-SuccessClap (3 pages)
CR11-Differntiation-Asymptote-Definite-Solutions (18 pages)
CR12-Rieman-Test-SuccessClap (3 pages)
CR12-Rieman-Solutions (13 pages)
CR13-Jacobians-Test-SuccessClap (3 pages)
CR13-Jacobians-Solutions (13 pages)
CR14-Partial Differntiation-Euler-Test-SuccessClap (3 pages)
CR14-Partial Differntiation-Euler-Solutions (13 pages)
CR15-Length-Areas=Surface-Test-SuccessClap (3 pages)
CR15-Length-Areas=Surface-Solutions (13 pages)
CR16-Beta Gamma -Test-SuccessClap (3 pages)
CR16-Beta Gamma - Solutions (13 pages)
CR17-Multiple variables-Test-SuccessClap (3 pages)
CR17-Multiple variables-Solutions (16 pages)
Calculus and Real Analysis Study Material
Limits and Continuity (55 pages)
Derivative (21 pages)
Mean Value Theorem (45 pages)
Indeterminate Forms (20 pages)
Max Minima (14 pages)
Asymptote (19 pages)
Riemann Integrations (62 pages)
Improper Integrals (36 pages)
Sequence (60 pages)
Series (52 pages)
Series 2 (30 pages)
Uniform Convergence (34 pages)
Multiple Integrals (66 pages)
Areas (17 pages)
Surface Area (14 pages)
Volume of Solid (12 pages)
Length of Arc (10 pages)
Beta Gamma Functions (26 pages)
Differentiation under Integral Sign (24 pages)
Countability of Sets (11 pages)
Curve Tracing (27 pages)
Open and Closed Sets (36 pages)
Power Series (20 pages)
Real Numbers (32 pages)
ODE Tests
Ode01-Test-SuccessClap (2 pages)
Ode01solutions (11 pages)
Ode02-Test-SuccessClap (3 pages)
ODE02 Solutions (11 pages)
Ode03-Test-SuccessClap (3 pages)
ODE03 Solutions (20 pages)
Ode04-Test-SuccessClap (3 pages)
ODE04 Solutions (11 pages)
Ode05-Test-SuccessClap (3 pages)
ODE05 Solutions (11 pages)
ode06-Test-SuccessClap (3 pages)
ODE06 Solutions (11 pages)
Ode07-Test-SuccessClap (3 pages)
Ode07 Solutions (12 pages)
Ode08-Test-SuccessClap (3 pages)
Ode08 Solutions (12 pages)
Ode09-Test-SuccessClap (3 pages)
Ode09 Solutions (13 pages)
Ode10-Test-SuccessClap (3 pages)
Ode10 Solutions (12 pages)
Ode11-Test-SuccessClap (3 pages)
Ode11 Solutions (13 pages)
Ode12-Test-SuccessClap (3 pages)
Ode12 Solution (13 pages)
Ode13-Test-SuccessClap (3 pages)
Ode13 Solutions (13 pages)
Ode14-Test-SuccessClap (3 pages)
Ode14 Solutions (13 pages)
PDE Tests
Pde01-Test-SuccessClap (2 pages)
Pde01 Solutions (20 pages)
Pde02-Test-SuccessClap (3 pages)
Pde02 Solutions (11 pages)
Pde03-Test-SuccessClap (3 pages)
Pde03 Solutions (12 pages)
Pde04-Test-SuccessClap (2 pages)
Pde04 Solutionss (11 pages)
Pde05-Test-Successclap (3 pages)
Pde05 Solutionss (11 pages)
PDE06-Test-SuccessClap (3 pages)
Pde06 Solutionss (11 pages)
Pde07-Test-SuccessClap (3 pages)
Pde07 Solutions (11 pages)
Pde08-Test-SuccessClap (3 pages)
PDE08 Solutions (13 pages)
Pde09-Test-SuccessClap (3 pages)
PDE09 Solutions (13 pages)
Pde10-Test-SuccessClap (4 pages)
Pde10 Solutions (16 pages)
Pde11-Test-SuccessClap (3 pages)
Pde11 Solutions (13 pages)
ODE Study Material
Day01 Formation (8 pages)
Day02 1 Eqn of 1sr Order -1 (22 pages)
Day02 2 Eqn of 1sr Order -2 (44 pages)
Day03 Trajectory (16 pages)
Day04 P X Y Solvable (18 pages)
Day05 Claurit, Singular (31 pages)
Day06 1 Linear Eqn Consatant Coeff -1 (28 pages)
Day06 2 Linear Eqn Consatant Coeff - 2 (24 pages)
Day07 Cauchy Euler Eqn (24 pages)
Day08 Variation of Parameter (26 pages)
Day09 Simultaneous Differntial Eqn (24 pages)
Day09 Simultaneous Differntial Eqn (24 pages)
Day11 Normal Form, Variable Transformation (31 pages)
Day12 Laplace (51 pages)
Day13 Inverse laplace (58 pages)
Day14 Laplace-ODE Application (38 pages)
PDE Study Material
Day01 Formation of PDE (17 pages)
Day02 1 Linear PDE Order 1 (27 pages)
Day02 2 Geometry Problems (14 pages)
Day03 NonLinear PDE , Charpit (33 pages)
Day04 Special Methods (31 pages)
Day05 Jacobi , Cauchy (21 pages)
Day06 Homogeneous Constant Coeff (34 pages)
Day07 NonHomogeneous PDE (30 pages)
Day08 Euler Cauchy eqns (12 pages)
Day09 Canonical Forms (49 pages)
Day10 1 Boundary Problems Introduction (16 pages)
Day10 2 Heat Eqn 1D (27 pages)
Day10 3 Heat Eqn 2D,3D (27 pages)
Day11 1 Wave Eqn (27 pages)
Day11 2 Wave Eqn 2d,3D (7 pages)
Day12 Laplace Eqn (22 pages)
Day13 Polar Coordinate Sysytem (24 pages)
Day14 1 Cylindrical Coordinate SYsytem (20 pages)
Day14 2 Spherical Cordinate System (23 pages)

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