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  • 3.00 Credits

    This course continues the development of the skills and essentials of the Japanese language begun in JPN 2A. Fluency in understanding, speaking, reading, and writing within the context of the Japanese society, history, and culture is emphasized. Lecture Hours: 54 Lab Hours: 18 Repeatable: No Grading: L Prerequisite: JPN-002A CAN: JAPN SEQ A = JPN 1A+1B+2A+2B Transfer Status: CSU/UC* Degree Applicable: AA/AS COD GE: C3 CSU GE: C2 IGETC: 3B*, 6A*
  • 5.00 Credits

    This course is a study of the meaning, computation and analysis of the derivative with an introduction to the integral. Topics include the definitions and analysis of the derivative, limits, methods for differentiating polynomial, rational, exponential, logarithmic and trigonometric functions, applications of the derivative, and an introduction to the integral. Lecture Hours: 90 Lab Hours: 0 Repeatable: No Grading: L Prerequisite: ENG-051 and MATH-012 CAN: MATH 18; SEQ B = MATH 1A+1B; SEQ C = MATH 1A+1B+2A Transfer Status: CSU/UC Degree Applicable: AA/AS COD GE: C4 CSU GE: B4 IGETC: 2A
  • 5.00 Credits

    This course is a study of the meaning, methods and applications of integration and infinite series. Topics include the definition of the definite integral, the Fundamental Theorem of Calculus, techniques of integration, applications of integration, first order separable differential equations, modeling exponential growth and decay, infinite series and approximation of functions using Taylor series with remainder. Lecture Hours: 90 Lab Hours: 0 Repeatable: No Grading: L Prerequisite: MATH-001A CAN: MATH 20; SEQ B = MATH 1A+1B; SEQ C = MATH 1A+1B+2A Transfer Status: CSU/UC Degree Applicable: AA/AS COD GE: C4 CSU GE: B4 IGETC: 2A
  • 5.00 Credits

    This course extends the concepts of differentiation and integration introduced in the first two semesters of calculus to functions of several variables. Topics include solid Euclidean geometry, vector algebra in 3 dimensions, line and surface integrals, multiple integration in rectangular, cylindrical and spherical coordinates, extreme values, parameterized space curves and surfaces, divergence, directional derivatives, gradients, Gauss', Green's and Stokes' theorems Lecture Hours: 90 Lab Hours: 0 Repeatable: No Grading: L Prerequisite: MATH-001B CAN: MATH 22; SEQ C = MATH 1A+1B+2A Transfer Status: CSU/UC Degree Applicable: AA/AS COD GE: None CSU GE: B4 IGETC: 2A
  • 4.00 Credits

    This course is a standard introductory course in linear algebra. Topics include vectors in Rn, matrices and systems of linear equations, determinants, vector spaces, linear independence, linear transformations, eigenvalues, eigenvectors, and diagonalization of certain quadratic forms. Lecture Hours: 72 Lab Hours: 0 Repeatable: No Grading: L Prerequisite: MATH-001B CAN: None Transfer Status: CSU/UC Degree Applicable: AA/AS COD GE: None CSU GE: B4 IGETC: 2A
  • 4.00 Credits

    This is a standard introductory course in solving differential equations and using differential equations to model dynamic phenomena. Topics include first, second and higher order differential equations; systems of first order equations, linear, homogeneous and nonhomogeneous differential equations; solutions by power series; numerical methods, LaPlace transforms; and applications. Lecture Hours: 72 Lab Hours: 0 Repeatable: No Grading: L Prerequisite: MATH-001B CAN: MATH 24 Transfer Status: CSU/UC Degree Applicable: AA/AS COD GE: None CSU GE: B4 IGETC: 2A
  • 5.00 Credits

    This course is the second in a two semester sequence preparing students for Calculus. In this course, students will extend the concept of a function to polynomial, rational, exponential and logarithmic functions as well as studying analytic trigonometry. Topics include recognizing, graphing and solving equations and word problems involving polynomial, rational, exponential and logarithmic functions, trigonometric identities, inverse trigonometric functions, and solving trigonometric equations. Lecture Hours: 90 Lab Hours: 18 Repeatable: No Grading: L Prerequisite: MATH-005 CAN: MATH 16 Transfer Status: CSU/UC* Degree Applicable: AA/AS COD GE: C4 CSU GE: B4 IGETC: 2A*
  • 4.00 Credits

    This course is designed for Social Science and Liberal Arts majors. This course emphasizes applications of Mathematics in the areas of management science, probability and statistics, social choice and decision making, game theory, and consumer finance. Topics include sets, logic & counting, probability, linear systems, linear programming & scheduling, statistics, mathematics of finance and applications for Liberal Arts majors. Lecture Hours: 72 Lab Hours: 18 Repeatable: No Grading: L Prerequisite: MATH-040 and ENG-051 CAN: MATH 2 Transfer Status: CSU/UC Degree Applicable: AA/AS COD GE: C4 CSU GE: B4 IGETC: 2A
  • 4.00 Credits

    This course is an introduction to descriptive and inferential statistics; how to use measures of central tendency and dispersion among population samples to draw inferences about a population and to compare two or more populations. Discrete and continuous probability density distributions are analyzed including the binomial, normal, Student-t, chi-squared, and F-distributions. Confidence intervals for population means, proportions and variance are set. Additional topics include regression and correlation analysis and techniques of hypotheses testing, including ANOVA, and use of calculator and software applications. Lecture Hours: 72 Lab Hours: 18 Repeatable: No Grading: L Prerequisite: MATH-040 Advisory: ENG-051 CAN: STAT 2 Transfer Status: CSU/UC* Degree Applicable: AA/AS COD GE: C4 CSU GE: B4 IGETC: 2A*
  • 3.00 Credits

    This course includes fundamentals of plane geometry, including topics in solid and coordinate geometry, developed by both inductive and deductive processes. Lecture Hours: 54 Lab Hours: 0 Repeatable: No Grading: L Prerequisite: MATH-054 CAN: None Transfer Status: None Degree Applicable: AA/AS COD GE: None CSU GE: None IGETC: None
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