Find your calculus course
Look up your university calculus course by its code. See what it covers, what comes before and after it, and practice every topic with instant feedback.
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United States
MIT
Calculus course codes at Massachusetts Institute of Technology: what each course covers, prerequisites and how to practice every topic.
MIT 18.01
Calculus 1 and 2
Single Variable Calculus
A study guide for MIT 18.01 (Calculus I): every topic it covers, from derivatives to power series, how it compares to 18.01A and 18.02, and where to practice.
MIT 18.01A
Calculus 2
Calculus
A study guide for MIT 18.01A, the six-week Calculus I review: integration techniques, improper integrals and series, mapped to free practice.
MIT 18.02
Calculus 3
Calculus
A study guide for MIT 18.02 (Calculus II): vectors, partial derivatives, multiple integrals and the theorems of Green and Stokes, mapped to free practice.
MIT 18.022
Calculus 3
Calculus
A study guide for MIT 18.022, the concept-focused Calculus II: vectors, matrices, curvature, vector fields, multiple integrals and Stokes, with free practice.
Harvard University
Calculus course codes at Harvard University: what each course covers, prerequisites and how to practice every topic.
Harvard Math 1a
Calculus 1
Introduction to Calculus
A study guide for Harvard Math 1a (Introduction to Calculus): derivatives, optimization, related rates and the definite integral, mapped to free practice.
Harvard Math 1b
Calculus 2
Integration, Series and Differential Equations
A study guide for Harvard Math 1b: integration techniques and applications, Taylor series and differential equations, with every topic mapped to free practice.
Harvard Math 21a
Calculus 3
Multivariable Calculus
A study guide for Harvard Math 21a (Multivariable Calculus): curves, surfaces, partial derivatives, vector fields and Stokes, mapped to free practice.
Harvard Math 19a
Calculus 3
Modeling and Differential Equations for the Life Sciences
A study guide for Harvard Math 19a: multivariable calculus, differential equations and dynamical systems for life science models, mapped to free practice.
Stanford University
Calculus course codes at Stanford University: what each course covers, prerequisites and how to practice every topic.
Stanford Math 19
Calculus 1
Calculus
A study guide for Stanford Math 19, the first quarter of calculus: limits, rates of change, derivatives and their applications, mapped to free practice.
Stanford Math 20
Calculus 1 and 2
Calculus
A study guide for Stanford Math 20: Riemann sums, the Fundamental Theorem, substitution, parts, volumes and differential equations, with free practice.
Stanford Math 21
Calculus 2
Calculus
A study guide for Stanford Math 21: sequences, improper integrals, convergence tests, power series and Taylor approximations, mapped to free practice.
Stanford Math 51
Calculus 3
Linear Algebra, Multivariable Calculus, and Modern Applications
A study guide for Stanford Math 51: vectors, matrices, eigenvalues, gradients, Hessians, Lagrange multipliers and the chain rule, mapped to free practice.
Stanford Math 52
Calculus 3
Integral Calculus of Several Variables
A study guide for Stanford Math 52: iterated integrals, line and surface integrals, conservative fields and the theorems of Green, Gauss and Stokes.
UC Berkeley
Calculus course codes at the University of California, Berkeley: what each course covers, prerequisites and how to practice every topic.
UC Berkeley Math 51
Calculus 1
Calculus I
A study guide for UC Berkeley Math 51, formerly Math 1A: limits, derivatives, applications, integrals and their applications, with free practice for each.
UC Berkeley Math 52
Calculus 2
Calculus II
A study guide for UC Berkeley Math 52, formerly Math 1B: integration techniques, sequences and series, and first and second-order differential equations.
UC Berkeley Math 53
Calculus 3
Multivariable Calculus
A study guide for UC Berkeley Math 53: parametric and polar curves, vectors, partial derivatives, multiple integrals and vector calculus, with free practice.
UC Berkeley Math 16A
Calculus 1
Analytic Geometry and Calculus
A study guide for UC Berkeley Math 16A: derivatives, optimization, exponential and log functions, and integrals with business uses, mapped to free practice.
UCLA
Calculus course codes at the University of California, Los Angeles: what each course covers, prerequisites and how to practice every topic.
UCLA Math 31A
Calculus 1
Differential and Integral Calculus
A study guide for UCLA Math 31A: limits, derivative rules, related rates, optimization, L'Hôpital's rule and antiderivatives, each mapped to free practice.
UCLA Math 31B
Calculus 2
Integration and Infinite Series
A study guide for UCLA Math 31B: the definite integral, integration techniques, convergence tests, power series and Taylor series, with free practice.
UCLA Math 32A
Calculus 3
Calculus of Several Variables
A study guide for UCLA Math 32A: vectors, curves, partial derivatives, gradients, the chain rule, optimization and Lagrange multipliers, with free practice.
UCLA Math 32B
Calculus 3
Calculus of Several Variables
A study guide for UCLA Math 32B: double and triple integrals, change of variables, line and surface integrals, and the theorems of Green, Stokes and Gauss.
UC San Diego
Calculus course codes at the University of California, San Diego: what each course covers, prerequisites and how to practice every topic.
UC San Diego MATH 20A
Calculus 1
Calculus for Science and Engineering
A study guide for UCSD MATH 20A: limits, derivatives, tangent lines, optimization and a first look at the integral, mapped to free practice problems.
UC San Diego MATH 20B
Calculus 2
Calculus for Science and Engineering
A study guide for UCSD MATH 20B: integration methods, infinite series, polar coordinates and complex exponentials, mapped to free practice.
UC San Diego MATH 20C
Calculus 3
Calculus and Analytic Geometry for Science and Engineering
A study guide for UCSD MATH 20C: vector geometry, vector functions, partial derivatives, max and min problems and double integrals, with free practice.
UC Davis
Calculus course codes at the University of California, Davis: what each course covers, prerequisites and how to practice every topic.
UC Davis MAT 21A
Calculus 1
Calculus
A study guide for UC Davis MAT 21A: limits, continuity, derivatives, graphing, extrema, differentials and L'Hôpital's rule, mapped to free practice.
UC Davis MAT 21B
Calculus 1 and 2
Calculus
A study guide for UC Davis MAT 21B: definite integrals, the Fundamental Theorem, integration techniques, volume, arc length and improper integrals.
UC Davis MAT 21C
Calculus 2 and 3
Calculus
A study guide for UC Davis MAT 21C: sequences, series, Taylor expansions, vectors, partial derivatives and multivariable max and min problems.
UC Davis MAT 21D
Calculus 3
Vector Analysis
A study guide for UC Davis MAT 21D: multiple integrals, line and surface integrals, and the theorems of Green, Stokes and Gauss, with free practice.
University of Michigan
Calculus course codes at the University of Michigan: what each course covers, prerequisites and how to practice every topic.
Michigan Math 115
Calculus 1
Calculus I
A study guide for University of Michigan Math 115 (Calculus I): functions, derivatives, applications and a first look at integrals, with practice.
Michigan Math 116
Calculus 2
Calculus II
A study guide for University of Michigan Math 116 (Calculus II): integration techniques, applications, infinite series and Taylor series, with practice.
Michigan Math 215
Calculus 3
Calculus III: Multivariable and Vector Calculus
A study guide for University of Michigan Math 215 (Calculus III): vectors, partial derivatives, multiple integrals and vector calculus, with practice.
Georgia Tech
Calculus course codes at the Georgia Institute of Technology: what each course covers, prerequisites and how to practice every topic.
Georgia Tech MATH 1551
Calculus 1
Differential Calculus
A study guide for Georgia Tech MATH 1551 (Differential Calculus): limits of functions and sequences, derivatives and applications, with practice.
Georgia Tech MATH 1552
Calculus 1 and 2
Integral Calculus
A study guide for Georgia Tech MATH 1552 (Integral Calculus): integrals, integration techniques, improper integrals and infinite series, with practice.
Georgia Tech MATH 2551
Calculus 3
Multivariable Calculus
A study guide for Georgia Tech MATH 2551 (Multivariable Calculus): linear approximation, Lagrange multipliers, multiple integrals and vector analysis.
University of Illinois Urbana-Champaign
Calculus course codes at the University of Illinois Urbana-Champaign: what each course covers, prerequisites and how to practice every topic.
UIUC MATH 221
Calculus 1
Calculus I
A study guide for UIUC MATH 221 (Calculus I): derivatives, curve sketching, the Riemann integral and the FTC, how it compares to MATH 220, and practice.
UIUC MATH 231
Calculus 2
Calculus II
A study guide for UIUC MATH 231 (Calculus II): integration techniques, conic sections, polar coordinates and infinite series, with practice for every topic.
UIUC MATH 241
Calculus 3
Calculus III
A study guide for UIUC MATH 241 (Calculus III): partial derivatives, multiple integrals, line and surface integrals and vector calculus, with practice.
UIUC MATH 220
Calculus 1
Calculus
A study guide for UIUC MATH 220, the 5-hour first calculus course: limits, derivatives, curve sketching and the FTC, how it differs from MATH 221, and practice.
UT Austin
Calculus course codes at the University of Texas at Austin: what each course covers, prerequisites and how to practice every topic.
UT Austin M 408C
Calculus 1
Differential and Integral Calculus
A study guide for UT Austin M 408C, Differential and Integral Calculus: every topic from limits to the fundamental theorem, the sequence after it and practice.
UT Austin M 408D
Calculus 2 and 3
Sequences, Series, and Multivariable Calculus
A study guide for UT Austin M 408D: integration methods, parametric equations, sequences, series, partial derivatives and multiple integrals, with practice.
UT Austin M 408K
Calculus 1
Differential Calculus
A study guide for UT Austin M 408K, Differential Calculus: limits, continuity, derivatives and the mean value theorem, with practice for every topic.
UT Austin M 408L
Calculus 1 and 2
Integral Calculus
A study guide for UT Austin M 408L, Integral Calculus: integration, the fundamental theorem, transcendental functions, sequences and series, with practice.
UT Austin M 408M
Calculus 3
Multivariable Calculus
A study guide for UT Austin M 408M, Multivariable Calculus: vectors, parametric and polar curves, partial derivatives, gradients and multiple integrals.
Texas A&M University
Calculus course codes at Texas A&M University: what each course covers, prerequisites and how to practice every topic.
Texas A&M MATH 151
Calculus 1
Engineering Mathematics I
A study guide for Texas A&M MATH 151 (Engineering Mathematics I): vectors, limits, derivatives and first integrals, mapped to free practice.
Texas A&M MATH 152
Calculus 2
Engineering Mathematics II
A study guide for Texas A&M MATH 152 (Engineering Mathematics II): integration techniques, applications, improper integrals and series, with practice.
Texas A&M MATH 251
Calculus 3
Engineering Mathematics III
A study guide for Texas A&M MATH 251 (Engineering Mathematics III): vectors, partial derivatives, multiple integrals, Green's and Stokes' theorems.
Texas A&M MATH 171
Calculus 1
Calculus I
A study guide for Texas A&M MATH 171 (Calculus I), the more demanding alternative to MATH 151: limits, the Mean Value Theorem, integrals, with practice.
Texas A&M MATH 142
Calculus 1
Business Calculus
A study guide for Texas A&M MATH 142 (Business Calculus): limits, derivatives, optimization and integrals with business applications, plus free practice.
Penn State
Calculus course codes at Penn State University: what each course covers, prerequisites and how to practice every topic.
Penn State MATH 140
Calculus 1
Calculus With Analytic Geometry I
A study guide for Penn State MATH 140 (Calculus With Analytic Geometry I): limits, derivatives, optimization, integrals and volumes, with free practice.
Penn State MATH 141
Calculus 2
Calculus with Analytic Geometry II
A study guide for Penn State MATH 141 (Calculus with Analytic Geometry II): integration techniques, series, Taylor polynomials, parametric and polar.
Penn State MATH 230
Calculus 3
Calculus and Vector Analysis
A study guide for Penn State MATH 230 (Calculus and Vector Analysis): vectors in space, partial derivatives, double and triple integrals, vector calculus.
Penn State MATH 110
Calculus 1
Techniques of Calculus I
A study guide for Penn State MATH 110 (Techniques of Calculus I): limits, derivatives, marginal analysis, optimization and integrals for business.
Ohio State University
Calculus course codes at The Ohio State University: what each course covers, prerequisites and how to practice every topic.
Ohio State MATH 1151
Calculus 1
Calculus I
A study guide for Ohio State MATH 1151 (Calculus I): limits, derivatives, related rates, optimization, integrals and substitution, with free practice.
Ohio State MATH 1152
Calculus 2
Calculus II
A study guide for Ohio State MATH 1152 (Calculus II): integration techniques, sequences and series, parametric curves and polar coordinates, with practice.
Ohio State MATH 2153
Calculus 3
Calculus III
A study guide for Ohio State MATH 2153 (Calculus III): vectors, partial derivatives, multiple integrals, Green's, Stokes' and Divergence theorems.
Ohio State MATH 1172
Calculus 2
Engineering Mathematics A
A study guide for Ohio State MATH 1172 (Engineering Mathematics A): integration techniques, Taylor series and an intro to several-variable calculus.
Ohio State MATH 1131
Calculus 1
Calculus for Business
A study guide for Ohio State MATH 1131 (Calculus for Business): derivatives, optimization, integrals, surplus and partial derivatives, with free practice.
Purdue University
Calculus course codes at Purdue University: what each course covers, prerequisites and how to practice every topic.
Purdue MA 16500
Calculus 1
Analytic Geometry And Calculus I
A study guide for Purdue MA 16500 (Analytic Geometry and Calculus I): limits, derivatives, optimization, integrals and conic sections, with free practice.
Purdue MA 16600
Calculus 2
Analytic Geometry And Calculus II
A study guide for Purdue MA 16600 (Analytic Geometry and Calculus II): vectors, integration techniques, infinite series and polar coordinates, with practice.
Purdue MA 26100
Calculus 3
Multivariate Calculus
A study guide for Purdue MA 26100 (Multivariate Calculus): 3D geometry, partial derivatives, multiple integrals and vector calculus, with free practice.
Purdue MA 16100
Calculus 1
Plane Analytic Geometry And Calculus I
A study guide for Purdue MA 16100 (Plane Analytic Geometry and Calculus I), the 5-credit Calculus I for students new to calculus, with free practice.
Purdue MA 16010
Calculus 1
Applied Calculus I
A study guide for Purdue MA 16010 (Applied Calculus I): limits, derivatives, optimization, curve sketching and integrals for life and social sciences.
University of Washington
Calculus course codes at the University of Washington: what each course covers, prerequisites and how to practice every topic.
UW MATH 124
Calculus 1
Calculus with Analytic Geometry I
A study guide for University of Washington MATH 124 (Calculus with Analytic Geometry I): limits, derivatives and their applications, with free practice.
UW MATH 125
Calculus 1 and 2
Calculus with Analytic Geometry II
A study guide for University of Washington MATH 125 (Calculus with Analytic Geometry II): integrals, techniques and applications, with free practice.
UW MATH 126
Calculus 2 and 3
Calculus with Analytic Geometry III
A study guide for University of Washington MATH 126: 3D vectors, vector functions, partial derivatives and Taylor series, with free practice.
UW MATH 224
Calculus 3
Advanced Multivariable Calculus
A study guide for University of Washington MATH 224 (Advanced Multivariable Calculus): double and triple integrals, line and surface integrals, Stokes.
UW MATH 112
Calculus 1
Application of Calculus to Business and Economics
A study guide for University of Washington MATH 112 (Application of Calculus to Business and Economics): derivatives, optimization and integrals.
NYU
Calculus course codes at New York University: what each course covers, prerequisites and how to practice every topic.
NYU MATH-UA 121
Calculus 1
Calculus I
A study guide for NYU MATH-UA 121 Calculus I: derivatives, antiderivatives, the definite integral and areas and volumes, with practice for every topic.
NYU MATH-UA 122
Calculus 2
Calculus II
A study guide for NYU MATH-UA 122 Calculus II: integration techniques, polar and parametric equations and power series, with practice for each topic.
NYU MATH-UA 123
Calculus 3
Calculus III
A study guide for NYU MATH-UA 123 Calculus III: vectors, partial derivatives, multiple integrals, line and surface integrals and Stokes, with practice.
Cornell University
Calculus course codes at Cornell University: what each course covers, prerequisites and how to practice every topic.
Cornell MATH 1110
Calculus 1
Calculus I
A study guide for Cornell MATH 1110 Calculus I: limits, derivatives, the mean value theorem and the Fundamental Theorem, with practice for every topic.
Cornell MATH 1120
Calculus 2
Calculus II
A study guide for Cornell MATH 1120 Calculus II: integration techniques, improper integrals, differential equations and Taylor series, with practice.
Cornell MATH 1910
Calculus 2
Calculus for Engineers
A study guide for Cornell MATH 1910 Calculus for Engineers: integration techniques, areas and volumes, partial fractions and power series, with practice.
Cornell MATH 1920
Calculus 3
Multivariable Calculus for Engineers
A study guide for Cornell MATH 1920 Multivariable Calculus for Engineers: partials, multiple integrals, line and surface integrals and Stokes, with practice.
Cornell MATH 2220
Calculus 3
Multivariable Calculus
A study guide for Cornell MATH 2220 Multivariable Calculus: several-variable derivatives and integrals, line and surface integrals and Gauss, with practice.
Columbia University
Calculus course codes at Columbia University: what each course covers, prerequisites and how to practice every topic.
Columbia MATH UN1101
Calculus 1
Calculus I
A study guide for Columbia MATH UN1101 Calculus I: functions, limits, derivatives and an introduction to integrals, with practice for every topic.
Columbia MATH UN1102
Calculus 2
Calculus II
A study guide for Columbia MATH UN1102 Calculus II: integration methods, applications of the integral, Taylor's theorem and series, with practice.
Columbia MATH UN1201
Calculus 3
Calculus III
A study guide for Columbia MATH UN1201 Calculus III: vectors, partial derivatives, gradients, optimization and Lagrange multipliers, with practice.
Columbia MATH UN1202
Calculus 3
Calculus IV
A study guide for Columbia MATH UN1202 Calculus IV: multiple integrals, line and surface integrals, vector field calculus and Fourier series, with practice.
Rutgers University
Calculus course codes at Rutgers University: what each course covers, prerequisites and how to practice every topic.
Rutgers Math 151
Calculus 1
Calculus I for the Mathematical and Physical Sciences
A study guide for Rutgers Math 151, Calculus I for the Mathematical and Physical Sciences: limits, derivatives, the Mean Value Theorem and integrals.
Rutgers Math 152
Calculus 2
Calculus II for the Mathematical and Physical Sciences
A study guide for Rutgers Math 152, Calculus II for the Mathematical and Physical Sciences: integration, series, power series, polar and complex numbers.
Rutgers Math 251
Calculus 3
Multivariable Calculus
A study guide for Rutgers Math 251 Multivariable Calculus: 3D geometry, partial derivatives, multiple integrals and vector analysis, with practice.
Rutgers Math 135
Calculus 1
Calculus I for the Life and Social Sciences
A study guide for Rutgers Math 135, Calculus I for the Life and Social Sciences: limits, derivatives, applications and basic integration, with practice.
University of Florida
Calculus course codes at the University of Florida: what each course covers, prerequisites and how to practice every topic.
UF MAC 2311
Calculus 1
Analytic Geometry and Calculus 1
A study guide for UF MAC 2311 Analytic Geometry and Calculus 1: limits, derivatives, optimization, curve sketching and integration, with practice.
UF MAC 2312
Calculus 2
Analytic Geometry and Calculus 2
A study guide for UF MAC 2312 Analytic Geometry and Calculus 2: integration techniques, applications, inverse trig functions and series, with practice.
UF MAC 2313
Calculus 3
Analytic Geometry and Calculus 3
A study guide for UF MAC 2313 Analytic Geometry and Calculus 3: solid analytic geometry, vectors, partial derivatives and multiple integrals, with practice.
UF MAC 2233
Calculus 1
Survey of Calculus 1
A study guide for UF MAC 2233 Survey of Calculus 1: derivatives and integrals of algebraic and exponential functions, marginal analysis and optimization.
Arizona State University
Calculus course codes at Arizona State University: what each course covers, prerequisites and how to practice every topic.
ASU MAT 265
Calculus 1
Calculus for Engineers I
A study guide for ASU MAT 265 Calculus for Engineers I: limits, continuity, derivatives of one variable and an introduction to integration, with practice.
ASU MAT 266
Calculus 2
Calculus for Engineers II
A study guide for ASU MAT 266 Calculus for Engineers II: methods of integration, applications, improper integrals and Taylor series, with practice.
ASU MAT 267
Calculus 3
Calculus for Engineers III
A study guide for ASU MAT 267 Calculus for Engineers III: vector-valued functions, partial derivatives and multiple integration, with practice.
ASU MAT 210
Calculus 1
Brief Calculus
A study guide for ASU MAT 210 Brief Calculus: derivatives and integrals of elementary functions with applications, and practice for every topic.
University of Minnesota
Calculus course codes at the University of Minnesota Twin Cities: what each course covers, prerequisites and how to practice every topic.
UMN MATH 1271
Calculus 1
Calculus I
A study guide for MATH 1271 at the University of Minnesota: derivatives, optimization, related rates and first integrals, mapped to free practice.
UMN MATH 1272
Calculus 2
Calculus II
A study guide for MATH 1272 at the University of Minnesota: integration techniques, polar coordinates, Taylor polynomials and vectors, with practice.
UMN MATH 2263
Calculus 3
Multivariable Calculus
A study guide for MATH 2263 at the University of Minnesota: partial derivatives, Jacobians, multiple, line and surface integrals, and Stokes, with practice.
UW-Madison
Calculus course codes at the University of Wisconsin-Madison: what each course covers, prerequisites and how to practice every topic.
UW-Madison MATH 221
Calculus 1
Calculus and Analytic Geometry 1
A study guide for MATH 221 at UW-Madison: limits, derivatives, integrals, analytic geometry and transcendental functions, mapped to free practice.
UW-Madison MATH 222
Calculus 2
Calculus and Analytic Geometry 2
A study guide for MATH 222 at UW-Madison: integration techniques, improper integrals, differential equations, Taylor series and vectors, with practice.
UW-Madison MATH 234
Calculus 3
Calculus: Functions of Several Variables
A study guide for MATH 234 at UW-Madison: parameterized curves, partial derivatives, multiple integrals and vector calculus, mapped to free practice.
UW-Madison MATH 211
Calculus 1
Survey of Calculus 1
A study guide for MATH 211 at UW-Madison: derivatives, integrals, exponentials, logs and functions of several variables for business students.
Virginia Tech
Calculus course codes at Virginia Tech: what each course covers, prerequisites and how to practice every topic.
Virginia Tech MATH 1225
Calculus 1
Calculus of a Single Variable
A study guide for MATH 1225 at Virginia Tech: limits, derivative rules, curve sketching, optimization and basic integration, mapped to practice.
Virginia Tech MATH 1226
Calculus 2
Calculus of a Single Variable
A study guide for MATH 1226 at Virginia Tech: integration techniques, improper integrals, series, power series, parametric curves and polar coordinates.
Virginia Tech MATH 2204
Calculus 3
Introduction to Multivariable Calculus
A study guide for MATH 2204 at Virginia Tech: vectors, partial derivatives, double and triple integrals, Lagrange multipliers and vector functions.
Canada
University of Toronto
Calculus course codes at the University of Toronto: what each course covers, prerequisites and how to practice every topic.
U of T MAT135H1
Calculus 1
Calculus I
A study guide for MAT135H1 at the University of Toronto: limits, derivatives, linear approximation and differential equations, mapped to free practice.
U of T MAT136H1
Calculus 2
Calculus II
A study guide for MAT136H1 at the University of Toronto: integration, improper integrals, Taylor series and differential equations, with free practice.
U of T MAT148H1
Calculus 1
Calculus I with Proofs
A study guide for MAT148H1 (formerly MAT137Y1) at the University of Toronto: logic, induction, limits, continuity and derivatives, with free practice.
U of T MAT149H1
Calculus 2
Calculus II with Proofs
A study guide for MAT149H1 (formerly part of MAT137Y1) at U of T: integration, improper integrals, series, power series and Taylor's theorem, with practice.
U of T MAT237Y1
Calculus 3
Multivariable Calculus with Proofs
A study guide for U of T MAT237Y1: derivatives of vector functions, Lagrange multipliers, multiple integrals and Stokes' theorem, with practice.
University of Waterloo
Calculus course codes at the University of Waterloo: what each course covers, prerequisites and how to practice every topic.
Waterloo MATH 137
Calculus 1
Calculus 1 for Honours Mathematics
A study guide for MATH 137 at the University of Waterloo: sequences, limits, continuity, derivatives, Newton's method and the Mean Value Theorem, with practice.
Waterloo MATH 138
Calculus 2
Calculus 2 for Honours Mathematics
A study guide for MATH 138 at the University of Waterloo: integration, improper integrals, differential equations, series and Taylor's theorem, with practice.
Waterloo MATH 237
Calculus 3
Calculus 3 for Honours Mathematics
A study guide for Waterloo MATH 237: limits, differentiability, gradients, Taylor's formula, Jacobians and multiple integrals, with practice.
UBC
Calculus course codes at the University of British Columbia: what each course covers, prerequisites and how to practice every topic.
UBC MATH 100
Calculus 1
Differential Calculus with Applications
A study guide for UBC MATH 100 (Differential Calculus with Applications): derivatives, graphing and optimization, how it compares to MATH 102, 104 and 180.
UBC MATH 101
Calculus 2
Integral Calculus with Applications
A study guide for UBC MATH 101 (Integral Calculus with Applications): definite integrals, techniques, applications and series, with practice.
UBC MATH 200
Calculus 3
Calculus III
A study guide for UBC MATH 200 (Calculus III): 3D geometry, partial derivatives, Lagrange multipliers and multiple integrals, vs MATH 253 and 217.
McGill University
Calculus course codes at McGill University: what each course covers, prerequisites and how to practice every topic.
McGill MATH 140
Calculus 1
Calculus 1
A study guide for McGill MATH 140 (Calculus 1): limits, derivatives, antiderivatives and applications, compared with MATH 139 and 150, with practice.
McGill MATH 141
Calculus 2
Calculus 2
A study guide for McGill MATH 141 (Calculus 2): the definite integral, integration techniques, applications, sequences and series, with practice.
McGill MATH 222
Calculus 3
Calculus 3
A study guide for McGill MATH 222 (Calculus 3): Taylor series, partial derivatives, directional derivatives, extrema and multiple integrals, with free practice.
Australia
UNSW Sydney
Calculus course codes at UNSW Sydney: what each course covers, prerequisites and how to practice every topic.
UNSW MATH1131
Calculus 1
Mathematics 1A
A study guide for UNSW MATH1131 Mathematics 1A: limits, continuity, derivatives, the Mean Value Theorem and the Riemann integral, mapped to practice.
UNSW MATH1231
Calculus 2
Mathematics 1B
A study guide for UNSW MATH1231 Mathematics 1B: partial derivatives, integration techniques, ODEs, sequences, series and Taylor series, with practice.
UNSW MATH2011
Calculus 3
Several Variable Calculus
A study guide for UNSW MATH2011 Several Variable Calculus: gradients, Lagrange multipliers, multiple integrals, line and surface integrals and Stokes.
Nigeria
Nigerian universities (NUC CCMAS)
The calculus courses in the National Universities Commission core curriculum (CCMAS) that most Nigerian universities follow, with what each covers and how to practice it.
NUC MTH 101
Precalculus
Elementary Mathematics I (Algebra and Trigonometry)
MTH 101 Elementary Mathematics I (Algebra and Trigonometry) study guide: every CCMAS topic, worked examples and the practice that prepares you for MTH 102.
NUC MTH 102
Calculus 1
Elementary Mathematics II (Calculus)
MTH 102 Elementary Mathematics II (Calculus) study guide: limits, derivatives, curve sketching, integrals, areas and volumes, with free practice.
NUC MTH 103
Calculus 3 (vectors)
Elementary Mathematics III (Vectors, Geometry and Dynamics)
MTH 103 Elementary Mathematics III study guide: vectors, dot and cross products, conics, tangents and particle motion from the NUC CCMAS, with practice.
NUC MTH 201
Calculus 2 and 3
Mathematical Methods I
MTH 201 Mathematical Methods I study guide: mean value theorem, Taylor series, partial derivatives, Lagrange multipliers and multiple integrals, with practice.
NUC MTH 210
Calculus 3
Vector Analysis
MTH 210 Vector Analysis study guide: vector and triple products, lines and planes, space curves, Frenet-Serret, gradient, divergence and curl, with practice.
University of Ibadan (UI)
Calculus and mathematics course codes at the University of Ibadan: what each course covers, prerequisites and how to practice every topic.
UI MTH 101
Precalculus
Elementary Mathematics I
Study guide for MTH 101 Elementary Mathematics I at the University of Ibadan: algebra, sequences, complex numbers and trigonometry, plus calculus prep.
UI MTH 102
Calculus 1
Elementary Mathematics II
Study guide for MTH 102 Elementary Mathematics II at the University of Ibadan: limits, derivatives, curve sketching and integrals, with free practice.
UI MTH 201
Calculus 2 and 3
Mathematical Methods I
Study guide for MTH 201 Mathematical Methods I at the University of Ibadan: Taylor series, partial derivatives, Lagrange multipliers and multiple integrals.
University of Nigeria, Nsukka (UNN)
Calculus and mathematics course codes at the University of Nigeria, Nsukka: what each course covers, prerequisites and how to practice every topic.
UNN MTH 111
Precalculus
Elementary Mathematics I
A study guide for UNN MTH 111 (Elementary Mathematics I): sets, sequences and series, binomial theorem, trigonometry and complex numbers, with practice.
UNN MTH 121
Calculus 1
Elementary Mathematics II
A study guide for UNN MTH 121 (Elementary Mathematics II): limits, differentiation, curve sketching and integration, with practice for every topic.
UNN MTH 242
Calculus 2 and 3
Mathematical Methods I
A study guide for UNN MTH 242 (Mathematical Methods I): Taylor series, partial derivatives, Lagrange multipliers, line and multiple integrals, with practice.
Ahmadu Bello University (ABU Zaria)
Calculus and mathematics course codes at Ahmadu Bello University, Zaria: what each course covers, prerequisites and how to practice every topic.
ABU MATH105
Calculus 1
Differential and Integral Calculus
A study guide for ABU Zaria MATH105 (Differential and Integral Calculus): functions, limits, first principles, differentiation and integration, with practice.
ABU MATH104
Calculus 1
Conic Sections and Applications of Calculus
A study guide for ABU Zaria MATH104: conic sections, rates of change, curve sketching, small increments, Newton's method, areas and volumes, with practice.
ABU MATH201
Calculus 2 and 3
Mathematical Methods I
A study guide for ABU Zaria MATH201 (Mathematical Methods I): Leibniz's theorem, Taylor series, reduction formulae, improper integrals and partial derivatives.
University of Benin (UNIBEN)
Calculus and mathematics course codes at the University of Benin: what each course covers, prerequisites and how to practice every topic.
UNIBEN MTH 112
Calculus 1
Calculus
A study guide for UNIBEN MTH 112 (Calculus): limits, differentiation rules, stationary points, integration by substitution and parts, volumes and surfaces.
UNIBEN MTH 218
Calculus 2 and 3
Mathematical Methods I
A study guide for UNIBEN MTH 218 (Mathematical Methods I): integration techniques, partial derivatives, Lagrange multipliers, Taylor series and complex numbers.
UNIBEN MTH 213
Calculus 3
Vector Analysis
A study guide for UNIBEN MTH 213 (Vector Analysis): vector and triple products, vector equations, space curves, gradient, divergence and curl, with practice.
Covenant University
Calculus and mathematics course codes at Covenant University: what each course covers, prerequisites and how to practice every topic.
Covenant University MAT121
Calculus 1 and 2
Calculus
Study guide for MAT121 Calculus at Covenant University: limits, derivatives, hyperbolic functions, integration techniques and reduction formulae, with practice.
Covenant University MAT122
Calculus 3 (vectors)
Intro. to Vector Analysis
Study guide for MAT122 Introduction to Vector Analysis at Covenant University: vector algebra, products, space curves, grad, div and curl, with practice.
Covenant University MAT212
Calculus 3
Mathematical Methods I
Study guide for MAT212 Mathematical Methods I at Covenant University: partial derivatives, critical points, Lagrange multipliers and Taylor series.
Federal University of Technology, Akure (FUTA)
Calculus and mathematics course codes at the Federal University of Technology, Akure: what each course covers, prerequisites and how to practice every topic.
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