What Math Courses Do I Need for Neuroscience?

Neuroscientists study the brain at multiple levels, from the molecular and cellular to the behavioral. Being a student in this field requires intensive and rigorous study in the sciences and in math. This article explains the math requirements for neuroscience at the undergraduate level.

Are you interested in the scientific study of the human brain? If so, you might be an ideal neuroscience major.

Most Bachelor of Science degree programs in neuroscience in the United States require students to take two or more courses in calculus plus an applied statistics course.

Neuroscientists study the brain at multiple levels, from the molecular and cellular to the behavioral. As you might imagine, being a student in this field requires intensive and rigorous study in the sciences and math.

Read on to learn about the math requirements you will need if you study neuroscience at the undergraduate (bachelor's) level in an American college or university.

Math Requirements for a Neuroscience Major as an Undergraduate

At UCLA, the required calculus courses for neuroscience majors are:

  • Differential and integral calculus
  • Integration and infinite series calculus
  • Calculus of several variables

An alternative sequence exists specifically geared for life sciences students.

Calculus I in U.S. colleges and universities covers basic differential and some integral calculus, with four major content areas:

  • Limits and continuity
  • Derivatives
  • Integrals
  • Sequences and series

This first-level calculus course helps students develop problem-solving and critical-reasoning skills and to use their math skills (algebra, trigonometry, matrix arithmetic, etc.) to solve applied problems and equations as well as to represent functions graphically, numerically, and verbally.

Calculus II, in most universities, covers:

  • Review of integrals and application of integrals
  • Integration techniques
  • Differential equations

Students may also learn about parametric equations, polar coordinates, vectors, sequences, and series.

These latter topics are sometimes delayed until a third level of Calculus course (Calculus III, depending upon the university), which may also cover:

  • Multivariable functions
  • Multiple integrations
  • Second-order differential equations