Ecuaciones lineales y cuadráticas.

J.Margarito Castillo
Ubicación curricular
Contenido Ecuaciones lineales y cuadráticas.
Proceso de Desarrollo de Aprendizaje (PDA) Resuelve ecuaciones de la forma Ax2+Bx+C=0 por factorización y fórmula general.
Metodología Aprendizaje por indagación
Escenario Escuela
Ejes Articuladores
  • Inclusión
  • Pensamiento crítico

Plan de clase

Title: Resolving Linear and Quadratic Equations


Grade: 3rd Year of Secondary School


Subject: Mathematics


Objective (PDA): To solve equations of the form Ax2+Bx+C=0 by factoring and using the quadratic formula.


Methodology: Inquiry-Based Learning


Interdisciplinary Approach: Incorporate problem-solving skills and critical thinking into the development of the lesson plan.


Session 1: Introduction to Linear Equations (50 minutes)


Phase 1: Introduction (10 minutes)



  • Begin the class by discussing the importance of equations in real-life situations.

  • Present the problem: "A car is traveling at a constant speed of 60 km/h. How long will it take to travel 300 km?"

  • Ask students to write an equation to solve the problem.


Phase 2: Development (30 minutes)



  • Introduce the concept of linear equations and their general form (Ax+B=C).

  • Explain that a linear equation represents a straight line on a graph.

  • Demonstrate how to solve linear equations using inverse operations.

  • Provide examples of different linear equations and guide students in solving them.

  • Discuss the concept of a solution and emphasize the importance of checking the answer.


Phase 3: Closure (10 minutes)



  • Recap the main concepts covered in the class.

  • Assign homework that includes solving linear equations.


Session 2: Introduction to Quadratic Equations (50 minutes)


Phase 1: Introduction (10 minutes)



  • Recap the previous session by reviewing linear equations and their solutions.

  • Present the problem: "A ball is thrown into the air. How long does it take for the ball to hit the ground?"

  • Ask students to write an equation to solve the problem.


Phase 2: Development (30 minutes)



  • Introduce the concept o