Mathematics and Verbal Content to be Rated

Posted on Aug 5, 2024 in Mathematics

CONTENT TO BE RATED – PARTIAL 01-022010 – MATHEMATICS

Chapter 1: Sets

1. Set Theory
   1. Basic Definitions and Notation
   2. Relations between sets
   3. Joint Operations
2. Numerical Sets
3. Inequalities and Intervals
   1. Inequalities (No demonstration of propositions)
   2. Intervals

Chapter 3: Algebra

1. Algebra Basics
2. Addition and subtraction
3. Multiplication
   1. Rules for Multiplying Algebraic Expressions
   2. Notable products
4. Factorization
   1. Common Factor
   2. Difference of Squares
   3. Perfect square trinomial
   4. Not perfect square trinomial
   5. Sum and Difference of Cubes
5. Division
6. Sort of a polynomial division in x by the binomial x – c
7. Factorization of a polynomial of degree n in x with n Real Estate
8. Greatest Common Factor and Least Common Multiple of Algebraic Expressions
9. Algebraic Fractions
10. Empowerment and Filing

Chapter 4: Functions

1. Basics
   1. Constants and Variables
   2. Cartesian Coordinate System
   3. Cartesian product
   4. Binary Relations
   5. Features
2. Polynomial Functions
   1. Constant Function
   2. Linear Function
   3. Quadratic Function

CONTENT TO BE RATED – PARTIAL 01-022010 – VERBAL

• Written language and communicative situation, and their components. Types of logical connectors. Linguistic advice.
• The definition text-description. Expository text-explanatory expository text-explanatory. Subtypes The definition text-description language tips: Organizers metatextual.
• Text classification-enumeration. The classification structure of the text-list; logical connectors or organizers. Language Tips: Latin words and phrases. Indivisible particles (prefixes and suffixes).
• The question-answer text. The logical connectors opposition. Language Tips: The ordinal numbers. Acronyms commonly used in Computer Science.
• The cause-result text. Language Tips: Phenomena of lexical-semantic structure: The paronimia. Homonymy.
• Compare-contrast text. ; The logical connectors: therefore Tips linguistic relations: Uses of the relative.

CONTENT CR 022 010 PHYSICAL ACTIVITY ONOGRAMA INTRODUCTORY COURSE AREA OF PHYSICS

1. – Physical Quantities. Definition.
   – Classes Magnitudes: Scalar, Vector.
   – Master Unit. Definition. Characteristics. System of Units.
   – Definition. Basic units. Derived units.
   – International System of Units SI definition. Basic units. Derived units.
   – Conversion of Units. Dimension of a physical quantity. Dimensional homogeneity.
   – Exercises and problems.
2. – Vector: Definition. Features: module address, direction and point of application. Graphical representation of vectors.
   – Definition of vectors equal, parallel, perpendicular, opposite, and vector unit zero.
   – Basic operations vectors: The product of a vector by a scalar, vector addition, vector subtraction.
   – Addition and subtraction of vectors by graphical method: the method of the triangle, parallelogram method, polygon method.
3. – Properties of the basic operations of vectors.
   – Exercises and problems.
   – Definition of Coordinate Systems. Cartesian Coordinate System. Exercises.
   – Representation of vectors in a Cartesian coordinates system. Exercises and problems.
   – Addition and subtraction of vectors as analytical method. Exercises and problems.
   – Polar Coordinate System. Exercises.
4. – Representation of vectors in a Polar Coordinate System. Exercises and problems.
   – Transformation vector Cartesian coordinate system Polar coordinate system. Exercises and problems.
   – Transformation vector Cartesian coordinate system Polar coordinate system. Exercises and problems.
   – Movement. Framework. Movement classes: translation, rotation, rototraslación. Particle. Path. Travel. Translational movement classes as a path: Rectilinear and Curvilinear. Exercises and problems.
5. Variable kinematics of translational motion.
   – Space travel, linear motion, curvilinear motion.
   – Exercises and problems.
   – Vector position, rectilinear motion and curvilinear motion on the plane. Exercises and problems
6. – Variable Translating movement kinematics: displacement vector in rectilinear and curvilinear motion.
   – Exercises and problems
7. – Variable kinematics of movement Translation: average speed in rectilinear motion and curvilinear motion on the plane. Exercises and problems.
   – Variables Translating movement kinematics: instantaneous velocity and speed in rectilinear motion and curvilinear motion on the plane. Exercises and problems.
   – Variable kinematics of the translational motion: change in velocity vector in rectilinear and curvilinear motion. Exercises and problems.