Mathematics Summer Courses

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MATH-1100-V11- Finite Mathematics
S1 - Summer Session 1 JUN 01, 2027 - JUL 01, 2027
V - Virtual (online courses only): TWR, 01:00PM - 04:00PM

This course introduces students to topics in mathematics that have real-world applications, include sets and Venn diagrams, counting principles; basic concepts of probability, conditional probability and Bayes' theorem, applications of probability, binomial probability, random variables; elements of statistics, normal distribution; and an overview of mathematics for finance. High school algebra is the only prerequisite.

CRN: 14862

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes: MCR


MATH-1100-V21- Finite Mathematics
S2 - Summer Session 2 JUL 06, 2027 - AUG 05, 2027
V - Virtual (online courses only): TWR, 01:00PM - 04:00PM

This course introduces students to topics in mathematics that have real-world applications, include sets and Venn diagrams, counting principles; basic concepts of probability, conditional probability and Bayes' theorem, applications of probability, binomial probability, random variables; elements of statistics, normal distribution; and an overview of mathematics for finance. High school algebra is the only prerequisite.

CRN: 15831

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes: MCR


MATH-1108-V11- Math for Business: Finite
S1 - Summer Session 1 JUN 01, 2027 - JUL 01, 2027
V - Virtual (online courses only): TWR, 09:00AM - 12:00PM

This course introduces fundamental mathematical concepts and techniques arising in business. Topics include linear programming, mathematics of finance, counting techniques, as well as basic concepts of probability and statistics such as conditional probability, Bayes’ formula, and binomial and normal distributions. Upon successful completion of this course, students should be able to formulate mathematical models of a range of real-world problems and solve them using some of the above mentioned tools.

CRN: 14854

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes:


MATH-1109-V11- Math for Business: Calculus
S1 - Summer Session 1 JUN 01, 2027 - JUL 01, 2027
V - Virtual (online courses only): TWR, 09:00AM - 12:00PM

This course provides business majors with an introduction to differential and integral calculus. Topics include differentiation, integration, and their applications, in particular derivatives of polynomials, rational, exponential and logarithmic functions; curve sketching, optimization problems; and the definite integral. Applications are drawn from business and economics.

CRN: 14864

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes:


MATH-1109-V12- Math for Business: Calculus
S1 - Summer Session 1 JUN 01, 2027 - JUL 01, 2027
V - Virtual (online courses only): TWR, 06:00PM - 09:00PM

This course provides business majors with an introduction to differential and integral calculus. Topics include differentiation, integration, and their applications, in particular derivatives of polynomials, rational, exponential and logarithmic functions; curve sketching, optimization problems; and the definite integral. Applications are drawn from business and economics.

CRN: 15832

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes:


MATH-1109-V21- Math for Business: Calculus
S2 - Summer Session 2 JUL 06, 2027 - AUG 05, 2027
V - Virtual (online courses only): TWR, 09:00AM - 12:00PM

This course provides business majors with an introduction to differential and integral calculus. Topics include differentiation, integration, and their applications, in particular derivatives of polynomials, rational, exponential and logarithmic functions; curve sketching, optimization problems; and the definite integral. Applications are drawn from business and economics.

CRN: 15833

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes:


MATH-1109-V22- Math for Business: Calculus
S2 - Summer Session 2 JUL 06, 2027 - AUG 05, 2027
V - Virtual (online courses only): TWR, 06:00PM - 09:00PM

This course provides business majors with an introduction to differential and integral calculus. Topics include differentiation, integration, and their applications, in particular derivatives of polynomials, rational, exponential and logarithmic functions; curve sketching, optimization problems; and the definite integral. Applications are drawn from business and economics.

CRN: 16265

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes:


MATH-1109-V23- Math for Business: Calculus
S2 - Summer Session 2 JUL 06, 2027 - AUG 05, 2027
V - Virtual (online courses only): TWR, 06:00PM - 09:00PM

This course provides business majors with an introduction to differential and integral calculus. Topics include differentiation, integration, and their applications, in particular derivatives of polynomials, rational, exponential and logarithmic functions; curve sketching, optimization problems; and the definite integral. Applications are drawn from business and economics.

CRN: 14993

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes:


MATH-1203-V21- Applied Calculus I
S2 - Summer Session 2 JUL 06, 2027 - AUG 05, 2027
V - Virtual (online courses only): TWR, 09:00AM - 12:00PM

This calculus course is designed for students who do not require Calculus 2 or other upper-level math courses as part of their major. Topics include derivatives of polynomial, rational, exponential, and logarithmic functions; curve sketching; and optimization problems.

CRN: 15004

Instructor: INSTRUCTOR, NO
3 credits

Fordham course attributes: ENVS, MCR, NEUR


MATH-1206-L21- Calculus I
S2 - Summer Session 2 JUL 06, 2027 - AUG 05, 2027
L - Lincoln Center: MTWR, 01:00PM - 04:00PM

This calculus course is intended for science and math majors. Topics include limits; continuity; intermediate value theorem; derivatives; mean value theorem; applications such as curve sketching, optimization, related rates, linear approximation, and differentials; antiderivatives; Riemann sums; definite integrals; the Fundamental Theorem of Calculus; substitution rule; inverse functions and their derivatives; and logarithmic and exponential functions.

CRN: 15011

Instructor: INSTRUCTOR, NO
4 credits

Fordham course attributes: ENVS, MCR, NEUR


MATH-1206-R11- Calculus I
S1 - Summer Session 1 JUN 01, 2027 - JUL 01, 2027
R - Rose Hill: MTWR, 09:00AM - 12:00PM

This calculus course is intended for science and math majors. Topics include limits; continuity; intermediate value theorem; derivatives; mean value theorem; applications such as curve sketching, optimization, related rates, linear approximation, and differentials; antiderivatives; Riemann sums; definite integrals; the Fundamental Theorem of Calculus; substitution rule; inverse functions and their derivatives; and logarithmic and exponential functions.

CRN: 14855

Instructor: INSTRUCTOR, NO
4 credits

Fordham course attributes: ENVS, MCR, NEUR


MATH-1206-V11- Calculus I
S1 - Summer Session 1 JUN 01, 2027 - JUL 01, 2027
V - Virtual (online courses only): MTWR, 06:00PM - 09:00PM

This calculus course is intended for science and math majors. Topics include limits; continuity; intermediate value theorem; derivatives; mean value theorem; applications such as curve sketching, optimization, related rates, linear approximation, and differentials; antiderivatives; Riemann sums; definite integrals; the Fundamental Theorem of Calculus; substitution rule; inverse functions and their derivatives; and logarithmic and exponential functions.

CRN: 14866

Instructor: INSTRUCTOR, NO
4 credits

Fordham course attributes: ENVS, MCR, NEUR


MATH-1206-V22- Calculus I
S2 - Summer Session 2 JUL 06, 2027 - AUG 05, 2027
V - Virtual (online courses only): MTWR, 06:00PM - 09:00PM

This calculus course is intended for science and math majors. Topics include limits; continuity; intermediate value theorem; derivatives; mean value theorem; applications such as curve sketching, optimization, related rates, linear approximation, and differentials; antiderivatives; Riemann sums; definite integrals; the Fundamental Theorem of Calculus; substitution rule; inverse functions and their derivatives; and logarithmic and exponential functions.

CRN: 16365

Instructor: INSTRUCTOR, NO
4 credits

Fordham course attributes: ENVS, MCR, NEUR


MATH-1207-V21- Calculus II
S2 - Summer Session 2 JUL 06, 2027 - AUG 05, 2027
V - Virtual (online courses only): MTWR, 06:00PM - 09:00PM

Calculus II is a continuation of the Calculus I course. Topics include inverse trigonometric functions and their derivatives; techniques of integration, such as integration by parts, partial fractions, trigonometric integrals and trigonometric substitutions; improper integrals; volumes of solids using cross sections; sequences and series; convergence and divergence tests; power series; Taylor, Maclaurin series and applications; parametric curves and conic sections; polar coordinates and polar equations of curves; the 3D coordinate system and vectors; dot product and cross product of vectors; equations of lines and planes.

CRN: 15005

Instructor: INSTRUCTOR, NO
4 credits

Fordham course attributes: MCR


MATH-2008-V11- Vector Calculus
S1 - Summer Session 1 JUN 01, 2027 - JUL 01, 2027
V - Virtual (online courses only): MTWR, 09:00AM - 12:00PM

Topics include the algebra and analytic geometry of three-dimensional vectors, tangent lines and arc length of parameterized curves, continuity and differentiability of functions of several variables, tangent planes and area of surfaces, gradients, chain rule, max/min values, Lagrange multipliers, iterated integrals, change of variables in multiple integrals, the theorems of Green and Stokes, and the Divergence Theorem.

CRN: 16576

Instructor: INSTRUCTOR, NO
4 credits

Fordham course attributes: MCR


Classes listed as either Lincoln Center or Rose Hill will meet on-campus only.

Classes listed as "Online" during Session I or II will meet synchronously online during their scheduled meeting times. Students in different time zones should plan accordingly. Session III online courses are asynchronous (exceptions are noted in course descriptions).

Hybrid courses will meet in person on campus at the times indicated; additional online work will also be required.