Lesson Plan Quadratic Equations Never Underestimate The Influence Of Lesson Plan Quadratic Equations
The afterward courses do not calculation appear a Mathematics aloft or minor: MATH 099N, 100, 101, 102, 103, 123, 128, 129, 137, 138, 139, 260, 362, 364, 367, 402, 406, 407, 408; STAT 171, 409.
Note: The attribute # is placed by anniversary of the numbers aloft in the advance descriptions which follow.
#099N Average Algebra. (4) Number systems, beeline and boxlike equations and inequalities, exponents, polynomials, rational expressions, and graphing. Addition to the abstraction of action including exponential and logarithmic functions. Does not calculation against graduation. Graded S/U only.
#100 Core Competency in Mathematics. (3) Introduction to and use of mathematics in botheration solving, modeling, and cartoon inferences, through a abstraction of assorted examples and cases of real-world problems. Prerequisite: one year of aerial academy geometry with brand of C or college and MATH 099N or agnate with a brand of S (C brand or higher), or WIU placement. Graded A, A-, B , B, B-, C , C, or U.
#101 Concepts of Mathematics. (3) (General Education/Mathematics) An addition to sets, logic, counting and probability, and statistics to accommodate accepting with an acumen into algebraic acumen and its applications. Prerequisite: MATH 100 or agnate (C brand or higher) or WIU placement. IAI: M1 904.
#102 Creative Perspectives in Mathematics. (3) (General Education/Mathematics) Three or four capacity called from Mathematics of amusing best and bold theory, administration science and blueprint theory, beeline programming, mathematics of finance, geometry and symmetry, emphasizing applications. Prerequisite: WIU placement, or MATH 100 or agnate (C brand or better). IAI: M1 904.
#103 Abstruse Mathematics. (3) Capacity in algebra, geometry, and trigonometry with applications in technical fields. Ratios and proportions, functions and graphs, equations and systems of beeline equations. Area and aggregate of even and solid geometric objects. Right triangle trigonometry, laws of sines and cosines. Prerequisite: MATH 100 or agnate (grade of C or higher) or WIU placement.
#123 Clay with Algebraic Functions. (3) (General Education/Mathematics) The appliance of numeric, geometric, algebraic, and algebraic models to assay situations and break problems from natural, social, and activated sciences, with chip use of technology. Not accessible to accepting with acclaim in MATH 128. Prerequisite: MATH 100 (grade of C or higher) or WIU placement. IAI: M1 907.
#128 Precalculus Algebra. (3) Polynomial, exponential, logarithmic, and rational functions. Accent on algebraic manipulation. Not accessible to accepting with acclaim in MATH 131. Prerequisite: WIU placement, or MATH 100 or agnate (C brand or better).
#129 Precalculus Trigonometry. (3) Trigonometric and changed accurate functions, graphing, proving identities, analytic equations, and added accurate topics. Some nontrig actual such as arctic coordinates and circuitous numbers are included. Not accessible to accepting with acclaim in MATH 131. Prerequisite: MATH 128 (C brand or better) or equivalent.
133 Calculus with Analytic Geometry I. (4) (General Education/Mathematics) Derivatives and integrals of elementary functions with applications and analytic geometry. Prerequisite: MATH 129 or agnate (C brand or better). IAI: M1 900-1; MTH 901.
134 Calculus with Analytic Geometry II. (4) (General Education/Mathematics) Further techniques of affiliation with applications, added capacity in analytic geometry, absolute series. Prerequisite: MATH 133 (C brand or better). IAI: M1 900-2; MTH 902.
#137 Activated Calculus I. (3) (General Education/ Mathematics) Introduction to cogwheel and basal calculus with applications to business and amusing science. Not accessible to accepting who accept acclaim for MATH 133. Prerequisite: MATH 128 (C brand or better) or MATH 129, or equivalent. IAI: M1 900-B as MATH 137/138 sequence.
#138 Activated Calculus II. (3) (General Education/ Mathematics) Extension of basal operations to new functions including functions of several variables with adapted applications. Prerequisite: MATH 137 (C brand or better). IAI: M1 900-B as MATH 137/138 sequence.
#139 Activated Beeline Algebra and Bound Mathematics. (3) (General Education/Mathematics) Matrix algebra with applications. Capacity from bound mathematics. Not accessible to accepting with acclaim in MATH 311. Prerequisite: MATH 128 (C brand or better) or equivalent, or MATH 123 (C brand or better). IAI: M1 906.
197 Honors Calculus Seminar. (1, repeatable to 2) A added accurate development of called capacity from calculus including limits, continuity, definitions of derivatives, and audible integrals and notions of proof. Prerequisites: circumstantial accepting in either MATH 133 or 134 and accord of the Honors Committee.
211 Euclidean Geometry. (3) Euclidean geometry through constructions and proofs. Capacity accommodate angles, triangles, circles, quadrilaterals, accordance and similarity, area, three-dimensional objects, aggregate and apparent area, and Euclidean transformations.Prerequisite: MATH 133 or equivalent, or permission of the administration chair.
231 Calculus with Analytic Geometry III. (4) Vectors, three dimensional analytic geometry, fractional differentiation, and assorted integration.Prerequisite: MATH 134 (C brand or better). IAI: M1 900-3; MTH 903.
255 Discrete Algebraic Structures for Computer Science. (3) Topics to be advised accommodate sets, logic, adjustment of proof, combinatorial methods, blueprint theory, and trees. Prerequisite: MATH 128 or equivalent.
#260 Numeric, Algebraic, and Geometric Acumen for Teaching and Learning. (4) A mathematics advance for elementary and average academy agents analytical numbers, algebra, geometry, and measurement; featuring botheration solving, applications, and accurate and beheld representations. Prerequisite: WIU adjustment or MATH 128 (C or better) or equivalent.
280 Capacity in Computer-Assisted Mathematics. (3) Computer accoutrement in account to algebraic assay and assay in assorted subjects; accoutrement accommodate a Computer Algebra System, such as Mathematica, and added algebraic software; capacity accommodate calculus, cardinal theory, algebra, geometry, and added areas. Prerequisites: MATH 231 or equivalent.
297 Honors Botheration Seminar. (2–3) The abstraction and assay of the techniques of botheration analytic from altered areas of Mathematics.Prerequisites: MATH 134 and at atomic a 3.00 GPA in Mathematics.
304 Pedagogical Agreeable Ability and Account in Accessory Academy Mathematics. (4) Study of the accessory Mathematics class for purposes of apery ability advisedly for all students. Focus is on conceptual agreeable knowledge, methods of inquiry, adapted use of technology in the classroom, conception of acquirements experiences, and apprenticeship in account Mathematics.Prerequisites: 2.50 GPA or college in Mathematics; MATH 341 (C brand or better), and EIS 301; or permission of the administration chair. Corequisite: EIS 303 (2 s.h.).
310 Euclidean and Non-Euclidean Geometry. (4) A accurate abstraction of Euclidean geometry through constructions and proofs. Capacity accommodate Euclidean transformations, triangles, quadrilaterals, circles, congruence and similarity, area, three-dimensional solids, volume, and apparent area. Non-Euclidean geometry is alien via all-around geometry and hyperbolic geometry. Not accessible to accepting with credit in MATH 211 or MATH 411. Prerequisite: MATH 134 or equivalent, or accord of the instructor.
311 Beeline Algebra. (3) Systems of beeline equations, cast algebra, agent spaces, beeline transformations, and accompanying topics. Prerequisite: MATH 134; or MATH 138; or MATH 133 and MATH 255; or MATH 137 and MATH 255.
333 Accustomed Cogwheel Equations. (3) Elementary approach and applications of accustomed cogwheel equations including beeline equations of aboriginal and additional adjustment and beeline systems. Prerequisite: MATH 231. IAI: MTH 912.
334 Cogwheel Equations Computation Laboratory. (1) The computer as an analytic apparatus to abstraction the approach and applications of cogwheel equations. Basal after methods such as Euler and Runge-Kutta are illustrated. Prerequisites: CS 214 and co-enrollment in MATH 333, or accord of instructor.
341 Sets and Logic. (3) Elementary logic, sets and their properties, relations and functions, Boolean algebras, and bound and absolute sets.Prerequisite: MATH 134 (C brand or better).
355 Activated Combinatorics. (3) Applications of enumerations (counting) and blueprint approach (networks, circuits, trees) are covered. Combinatorial problems including applications in computer science and operations assay are apparent through a accurate analytic assay of possibilities. Prerequisite: STAT 276 or MATH 311.
#362 Teaching Mathematics in the Primary Grades (K–3). (3) Methods and agreeable for planning, implementing, and assessing algebraic class for accouchement in the primary grades. Prerequisites: ECH 271, 273, 274; MATH 260 or agnate (C brand or better).
#364 Teaching Elementary Academy Mathematics. (4) An assay of pedagogical mathematics agreeable in elementary academy (Grades 1–6), the development of assignment affairs and assessments implementing civic and accompaniment standards, and affiliation of technology in the mathematics classroom. Prerequisites: MATH 260 (C brand or better) or agnate and permission of the College of Apprenticeship and Human Services; abounding accepting into the Teacher Education Program.
#367 Teaching Average Academy Mathematics. (3) An assay of the pedagogical Mathematics agreeable in average academy (Grades 5–8), the development of assignment affairs and assessments implementing civic and accompaniment standards, and affiliation of technology in the Mathematics classroom. Prerequisite: MATH 260 (C brand or better) or agnate and permission of the College of Apprenticeship and Human Services; abounding accepting into the Teacher Education Program.
370 Financial Mathematics. (3) Calculus based mathematical abstraction of admixture absorption and annuities with applications to problems in finance. This course covers the mathematics of advance topics for the Financial Mathematics Exam for the Society of Actuaries. Prerequisite: MATH 134 or accord of instructor.
383 An Addition to Algebraic Modeling. (3) Modeling appliance graphs, proportionality, and the derivative; the clay process; archetypal fitting; optimization, dimensional analysis. Prerequisite: MATH 133 and either STAT 171 or STAT 276, or accord of instructor.
389 Teaching of Algebra Seminar. (1) A advance for accepting accordingly assigned to abetment in class sections of MATH 099N. The advance will accommodate accepting with a account appointment to reflect aloft and altercate adventures from the algebra classroom. Prerequisite: 2.50 GPA or college in Mathematics with permission of the administration chair. Graded S/U only.
390 Independent Study. (1–3, repeatable to 3) Prerequisites: green continuing and accord of instructor.
391 Autograph in the Algebraic Sciences. (1) Issues of abstruse autograph and the able presentation of Mathematics in academic and breezy formats. Apprenticeship and convenance in writing. Writing Apprenticeship in the Disciplines (WID) course. Prerequisites: MATH 231; ENG 280. Corequisite: Any 300- or 400-level MATH or STAT advance counting against a aloft in Mathematics.
397 Honors Mathematics Seminar. (1–3, repeatable to 6) Prerequisites: MATH 134, accord of instructor, and 3.00 GPA in Mathematics.
#402 Investigations in Academy Geometry. (2) A conceptual development of geometry through the assay of geometric relationships and breezy understandings arch to academic deductions. Average and inferior aerial academy emphasis. Prerequisite: MATH 123 or MATH 128 or equivalent.
#406 Botheration Analytic and the History of Mathematics. (3) Various problems, their solutions, accompanying algebraic concepts, and their actual acceptation are analyzed through assay of archetypal problems and their affiliation to average academy mathematics. Contributions by Archimedes, Descartes, Eratosthenes, Euler, Gauss, Pascal, Pythagoras, and others are studied. Accessible alone to accepting majoring in an Elementary Apprenticeship program. Prerequisite: MATH 123 or 128 or equivalent.
#407 Cardinal Approach Concepts in Academy Mathematics. (3) Divisibility, prime numbers, absolute numbers, modular arithmetic, beeline Diophantine equations, and accompanying topics. Accessible alone to accepting majoring in an Elementary Apprenticeship program. Prerequisite: MATH 123 or MATH 128 or equivalent.
#408 Algebraic Capacity and Technology for Average School. (3) The abstraction of programming, algorithms, and technology assets to investigate concepts and access in the agreeable areas of average academy Mathematics. Prerequisite: MATH 123 or MATH 128 or equivalent.
411 Geometry. (3) A accurate abstraction of Euclidean and non-Euclidean geometries. The all-important axioms are alien and several models including the abstract geometry are examined. Prerequisite: MATH 341.
421 Abstract Algebra. (3) An addition to the basal backdrop of groups, rings, and fields. Prerequisite: MATH 341.
424 Advanced Beeline Algebra. (3) Matrix algebra, agent spaces, beeline independence, bases, beeline transformations, accustomed forms, close artefact spaces. Prerequisite: MATH 311 and 341, or equivalent.
430 Multivariable Calculus. (3) The algebra of functions, continuity, differentiation, and affiliation of n-place functions, and accompanying topics.Prerequisites: MATH 231 and 311.
433 Circuitous Variables and Applications. (3) Functions of a circuitous capricious including differentiation, integration, series, residues, and conformal mappings. Applications to appraisal of absolute integrals and abuttals amount problems. Prerequisite: MATH 231.
435 Addition to Absolute Variables I. (3) Topology of the absolute line, sequences, limits, and series. Accurate addition to the abstraction of one-variable functions, continuity, differentiability, and integrability based on the epsilon-delta method. Prerequisites: MATH 231 and 341.
439 Teaching and Appraisal in Accessory Academy Mathematics. (4) A abstraction of teaching strategies and accepted trends in accessory mathematics education. Accepting will focus on curriculum, lesson-planning, and assessment, and will apprentice to finer absorb technology into the teaching and acquirements of mathematics. Open to Teacher Education majors only. Prerequisite: 2.50 GPA or college in Mathematics; MATH 304, MATH 341, and co-registration in EIS 304; or permission of the administration chair.
441 Algebraic Logic. (3) Introduction to some of the arch capacity of algebraic logic. Capacity accommodate propositional calculus, altitude theory, the Abyss Theorem, academic theories, models of theories, and recursion theory. Prerequisite: MATH 341.
444 Undergraduate Assay Project. (1-2) Dedicated, alone following of a algebraic topic/ appliance from an breadth of assay that is represented aural the administration culminating in a final cardboard or presentation to aeon and faculty. Autograph Apprenticeship in the Disciplines (WID) course. Prerequisites: MATH 341, ENG 280, inferior standing, and accord of instructor.
461 Introductory Topology. (3) Basic backdrop of topological spaces. Accessible and bankrupt sets, compactness, the average amount theorem, metric spaces, completeness, and compatible continuity. Prerequisite: MATH 341.
480 Student Teaching. (12) See STCH 480 in Teacher Apprenticeship curriculum. Credit for Teacher Education major only.
481 After Assay I. (3) A assay of accepted methods in after analysis. Error analysis, band-aid of nonlinear equations and systems of beeline equations, polynomial departure and approximations, and accompanying topics. Prerequisites: CS 214 and MATH 311; or accord of instructor.
482 After Assay II. (3) A assiduity of MATH 481. After adverse and integration, after band-aid of accustomed and fractional cogwheel equations, action approximations in assorted norms. Prerequisite: MATH 481 or accord of instructor.
483 Biomathematics. (3) Mathematical clay of biological systems. Derivation and abstraction of connected time Markov alternation models and agnate accustomed cogwheel blueprint models. Prerequisites: MATH 134 and 311, and either STAT 276 or 471; or equivalent.
488 Models in Activated Mathematics. (3) Theory and computer assay of algebraic models appliance aberration equations, cogwheel equations, and dynamical systems. Applications from the sciences. Prerequisites: CS 214, MATH 231, and 311; or accord of instructor.
496 Internship. (3–12, repeatable already to a accumulated best of 12) An internship in an accustomed breadth apropos to activated mathematics or statistics, conducted at a able academy or government organization. It is accepted that the acquaintance will culminate in a final cardboard or portfolio. Only 3 s.h. per division can be included in the major. A best of 6 s.h. may be included in the major. Prerequisites: achievement of 12 s.h. of upper-division MATH courses and approval of the department. Graded S/U.
497 Honors Mathematics Seminar. (1–3, repeatable to 6) Prerequisites: 3.00 GPA in Mathematics and either MATH 341 or accord of instructor.
#171 General Elementary Statistics. (3) (General Education/Mathematics) Principles and applications of sampling, estimation, and antecedent testing. Prerequisite: WIU placement, or MATH 100 or agnate (C brand or better). IAI: M1 902.
276 Addition to Anticipation & Statistics. (3) Probability laws, accidental variables, anticipation administration functions, citizenry parameters, counting rules, statistics and sampling, estimating, testing hypotheses, regression, and correlation. Not accessible to accepting with acclaim in STAT 471. Prerequisite: MATH 133 or 137 or equivalent.
376 Methods of Statistics. (3) Analysis and admiration of beginning after-effects appliance assay of variance, alternation and regression, accident tables, assay of covariance, and some nonparametric methods. Prerequisite: STAT 276 or equivalent.
#409 Anticipation and Statistics for Average Academy Teachers. (3) Probability laws, accidental variables, anticipation distributions, admiration and inference, sampling and abstracts analysis, accent on concepts and access of anticipation and statistical agreeable to the challenges of teaching statistics for average academy teachers. Prerequisite: MATH 123 or 128, or equivalent.
471 Addition to Algebraic Statistics I. (3) The algebraic foundations of anticipation and statistics, attempt of probability, sampling, distributions, moments, and antecedent testing. Prerequisite: MATH 138 or 231 or equivalent.
472 Addition to Algebraic Statistics II. (3) Continuation of STAT 471 including added capacity in admiration and antecedent testing.Prerequisite: STAT 471.
473 Nonparametric Statistical Methods. (3) Systematic development of nonparametric statistical methods. Capacity include: adjustment statistics, ranks, empirical administration functions, point and interval estimations, antecedent tests such as assurance rank test, Mann-Whitney-Wilcoxon, Kruskal-Wallis, Kolmogorov-Smirnov, permutation, and bootstrap methods.Prerequisite: STAT 276 or 471 or accord of the instructor.
474 Corruption and Alternation Analysis. (3) Least squares theory; alternation theory; simple, multiple, and stepwise regression; computer assisted archetypal building; and activated problems. Prerequisite: STAT 276 or equivalent.
476 Surveys and Sampling Methods. (3) The architecture of surveys and the abstraction of sampling methods including simple random, stratified random, systematic, and array sampling. Prerequisite: STAT 171 or equivalent.
478 Assay of Variance. (3) A abstraction of assay of about-face and covariance with applications. Includes beginning design. Prerequisite: STAT 276 or equivalent.
490 Capacity in Statistics. (1–6, nor repeatable) General capacity in statistics. Prerequisite: accord of instructor.
Lesson Plan Quadratic Equations Never Underestimate The Influence Of Lesson Plan Quadratic Equations – lesson plan quadratic equations
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