Chemistry UC Transfer

Chemistry 10 is a survey of introductory chemistry topics with a laboratory component. It is intended as preparation for Chemistry major or those planning to go into a STEM major or as a way to fulfill the science general education requirement. It introduces the main concepts and principles of chemistry and serves as a prerequisite for the General Chemistry sequence (CHEM 11 and CHEM 12). Emphasis is placed on understanding basic chemical principles and their quantitative application in various settings. Experimental techniques, including the safe and competent handling of chemicals and laboratory equipment will also be part of the course.

An intensive preparation for calculus. This course is intended for computer science, engineering, mathematics and natural science majors. Topics include algebraic, exponential, logarithmic and trigonometric functions and their inverses and identities, conic sections, sequences, series, the binomial theorem and mathematical induction.

This introductory course in rhetoric emphasizes clear, effective written communication and preparation of the research paper.

This course is the first semester of a two-semester, standard first year college chemistry course (Chemistry 11 and Chemistry 12). It introduces the fields of physical, analytical, inorganic, and organic chemistry. Topics to be discussed include atomic structure, chemical bonding, common types of reactions, stoichiometry, thermochemistry, and the properties of gases, liquids, and solids.

This first course in calculus is intended primarily for science, technology, engineering and mathematics majors. Topics include limits, continuity, and derivatives and integrals of algebraic and trigonometric functions, with mathematical and physical applications.

This course helps students to develop their critical thinking and writing skills beyond the level achieved in English 1. The course emphasizes the application of logical reasoning, analysis, and strategies of argumentation in critical thinking and writing, using literature (both fiction and non-fiction) and literary criticism as subject matter.

This course serves as a preparation for calculus-based physics. It serves as an introduction to classical mechanics, including concepts and principles pertinent to the mechanics of solids. It also prepares students for handling data and analysis at the level required in Physics 8 and 21.

Recommended for intersession prior to PHYSCS 21

This class is designed for students who are either undecided about their educational or career goals, validating their decisions, or seeking to transition into a new career. Students are guided through a process that focuses on their individual interests, skills, personality and values to aid in the selection of a major, determine a career direction and develop career goals. Students will relate their self-assessment information to possible college major and career choices. Decision-making models and goal setting techniques are examined and will be used to develop short and long term education and career plans.

This course is a continuation of Chem 11. Topics covered include kinetics, equilibrium, acid-base chemistry, precipitation reactions, coordination chemistry, thermodynamics, electrochemistry, and nuclear chemistry.

Topics include vectors and analytic geometry in two and three dimensions, vector functions with applications, partial derivatives, extrema, Lagrange Multipliers, multiple integrals with applications, vector fields. Green's Theorem, the Divergence Theorem, and Stokes' Theorem.

This course is a calculus-based study of the mechanics of rigid bodies, emphasizing Newton’s laws and its applications. This course includes an introduction to fluids. It is designed for engineering, physical science, and computer science majors.

This course is a systematic introduction to the chemistry of carbon compounds. It encompasses theory and reactions of hydrocarbons and functional group derivatives. Included are bonding and structure, nomenclature, stereochemistry, synthesis, mechanism, and spectroscopic analysis. The laboratory work focuses on techniques of synthesis, isolation, purification, and analysis.

This course is a calculus-based study of fluids, waves, thermodynamics, and light intended for engineering and physical science students.

Topics include vectors and analytic geometry in two and three dimensions, vector functions with applications, partial derivatives, extrema, Lagrange Multipliers, multiple integrals with applications, vector fields. Green's Theorem, the Divergence Theorem, and Stokes' Theorem.

This course is a continuation of Chem 21, with emphasis on the remaining functional groups and types of reactions. Also included is an introduction to the organic chemistry of biochemical compounds. Chem 22 includes lecture and discussion. The second semester of organic chemistry laboratory is a separate course, Chem 24. Chem 21 and 22 constitute two semesters of organic chemistry with one semester of organic chemistry laboratory. Chem 21, 22, and 24 constitute two semesters of organic chemistry with two semesters of laboratory.

This course is the second semester of organic chemistry laboratory. The laboratory work involves microscale and miniscale synthesis, structure determination, investigation of reaction mechanism, and qualitative analysis. The lectures will discuss the theory and techniques that relate to the experiments that are performed, including NMR, IR, organic qualitative analysis, and various methods of analysis, separation, and purification of mixtures. Maximum UC credit for Chemistry 22 and Chemistry 24 combined is 5 units.

This course is a calculus-based study of electromagnetism covering aspects of electric and magnetic fields, DC and AC circuits, electromagnetic interactions, light, and relativity. The course is intended for engineering and physical science students.

This course is an introduction to ordinary differential equations. Topics include first order equations, linear equations, reduction of order, variation of parameters, spring motion and other applications, Cauchy-Euler equations, power series solutions, Laplace transform, and systems of linear differential equations.

required by UCB, UCD, UCLA

Topics include matrices and linear transformations, abstract vector spaces and subspaces, linear independence and bases, determinants, systems of linear equations, eigenvalues and eigenvectors.

may be taken after transfer

required for CSU; elective for UC

See the full list: IGETC Area 1C Course (opens in new window)