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Problem-Based Learning: A Didactic Strategy in the Teaching of System Simulation
This book describes and outlines the theoretical foundations of system simulation in teaching, and as a practical contribution to teaching-and-learning models. It presents various methodologies used in teaching, the goal being to solve real-life problems by creating simulation models and probability distributions that allow correlations to be drawn between a real model and a simulated model. Moreover, the book demonstrates the role of simulation in decision-making processes connected to teaching and learning.
Teaching and Learning Stochastics
This book presents a collection of selected papers that represent the current variety of research on the teaching and learning of probability. The respective chapters address a diverse range of theoretical, empirical and practical aspects underpinning the teaching and learning of probability, curricular issues, probabilistic reasoning, misconceptions and biases, as well as their pedagogical implications. These chapters are divided into THREE main sections, dealing with: TEACHING PROBABILITY, STUDENTS' REASONING AND LEARNING AND EDUCATION OF TEACHERS. In brief, the papers presented here include research dealing with teachers and students at different levels and ages (from primary school to university) and address epistemological and curricular analysis, as well as the role of technology, simulations, language and visualisation in teaching and learning probability. As such, it offers essential information for teachers, researchers and curricular designers alike.
Azar y probabilidad
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Matemáticas 1 Sánchez
En concordancia con el enfoque didáctico de la asignatura, se ha buscado evitar un enfoque fragmentado de las matemáticas mediante el planteamiento de actividades y problemas que involucren varios conceptos interrelacionados. Esto es, se sigue un enfoque holístico en el que se propicia el manejo de dos o más ideas y las relaciones entre ellas. Se proponen actividades con diferentes niveles de dificultad y de abstracción de modo que haya problemas interesantes para la diversidad de estudiantes, siempre teniendo como referencia los aprendizajes esperados y los niveles que pueden ser alcanzados por los estudiantes de primer grado. Eventualmente se presentan situaciones familiares o concretas cuando el tema lo permite, en otros casos se formulan tareas más abstractas pero cuidando que estén al alcance de los estudiantes. Se pretende promover que el estudiante se comprometa con las actividades para que desarrolle su razonamiento, su habilidad para resolver problemas y su capacidad de aplicar sus conocimientos en situaciones matemáticas y extra matemáticas.
Statistics in Early Childhood and Primary Education
This compilation focuses on the theory and conceptualisation of statistics and probability in the early years and the development of young children’s (ages 3-10) understanding of data and chance. It provides a comprehensive overview of cutting-edge international research on the development of young learners’ reasoning about data and chance in formal, informal, and non-formal educational contexts. The authors share insights into young children’s statistical and probabilistic reasoning and provide early childhood educators and researchers with a wealth of illustrative examples, suggestions, and practical strategies on how to address the challenges arising from the introduction of statist...
