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A search of MERLOT materialsCopyright 1997-2014 MERLOT. All rights reserved.Wed, 20 Aug 2014 03:05:02 PDTWed, 20 Aug 2014 03:05:02 PDTMERLOT Search - materialType=Workshop%20and%20Training%20Material&keywords=mathematicshttp://www.merlot.org:80/merlot/images/merlot.gif
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4434Modeling Chemistry
http://www.merlot.org/merlot/viewMaterial.htm?id=354100
The Modeling Method has been developed to correct many weaknesses of the traditional lecture-demonstration method, including the fragmentation of knowledge, student passivity, and the persistence of naive beliefs about the physical world.Coherent Instructional Objectives * To engage students in understanding the physical world by constructing and using scientific models to describe, to explain, to predict and to control physical phenomena. * To provide students with basic conceptual tools for modeling physical objects and processes, especially mathematical, graphical and diagrammatic representations. * To familiarize students with a small set of basic models as the content core of physics. * To develop insight into the structure of scientific knowledge by examining how models fit into theories. * To show how scientific knowledge is validated by engaging students in evaluating scientific models through comparison with empirical data. * To develop skill in all aspects of modeling as the procedural core of scientific knowledge.Student-Centered Instructional Design * Instruction is organized into modeling cycles which move students through all phases of model development, evaluation and application in concrete situations -- thus promoting an integrated understanding of modeling processes and acquisition of coordinated modeling skills. * The teacher sets the stage for student activities, typically with a demonstration and class discussion to establish common understanding of a question to be asked of nature. Then, in small groups, students collaborate in planning and conducting experiments to answer or clarify the question. * Students are required to present and justify their conclusions in oral and/or written form, including a formulation of models for the phenomena in question and evaluation of the models by comparison with data. * Technical terms and concepts are introduced by the teacher only as they are needed to sharpen models, facilitate modeling activities and improve the quality of discourse. * The teacher is prepared with a definite agenda for student progress and guides student inquiry and discussion in that direction with "Socratic" questioning and remarks. * The teacher is equipped with a taxonomy of typical student misconceptions to be addressed as students are induced to articulate, analyze and justify their personal beliefs.ASEE Engineering K12 Center
http://www.merlot.org/merlot/viewMaterial.htm?id=284822
At this site it gives examples of how engineers have a hand in designing, creating, or modifying nearly everything we touch, wear, eat, see, and hear in our daily lives. It not only gives information to students but also to educators. It contains materials from science, technology, engineering, and mathematics. It is maintained on a regular basis and is easy to navigate threw.Just a technic ,not a proof .
http://www.merlot.org/merlot/viewMaterial.htm?id=449348
Just a technic ,not a proof .One of the students asked me if he could calculate lim sin(x)/x (x---> 0) by Hopital’s law as following. lim sin(x)/x (x---> 0) = lim (sin(x))’/(x)’ (x---> 0) = lim cos(x)/1 (x---> 0) = 1. I answered him “that is only a technic not a proof .To prove that derivative of sin(x) is equal to cos (x) ,it is necessary to know that lim sin(x)/x (x---> 0)=1,in other words in a logical ordering ,we can’t use Hopital’s law . Not only in this case but also generally we must be careful about logical ordering of mathematical predicates. ”Mathematics lesson plans
http://www.merlot.org/merlot/viewMaterial.htm?id=720573
3 KS3 and KS4 mathematic lesson plans covering the following topics:KS3 - MEAN, MEDIAN, AND MODAL AVERAGES - Learners will be able to recognise the difference between different types of average, i.e. mean, median, and mode, and know how to calculate each variant accurately. They will be able to understand the statistical implications of the different types of average, and assess their usefulness/appropriateness in different situations.KS3 - PERCENTAGES - Learners will be able to calculate percentage decreases and increases.KS4 - AREA, PERIMETER AND VOLUME - Learners will be able to estimate/calculate the Area and Perimeter of 2D shapes and Volume of 3D shapes.Each 1 hour with a range of activities and national cirriculum level descriptors. Propedéutico INACAP: una estrategia para reducir la brecha entre la educación media y la educación superior
http://www.merlot.org/merlot/viewMaterial.htm?id=793699
En la presentación se analizarán diversas estrategias para hacerse cargo de las carencias que traen los estudiantes referidas a sus competencias de ingreso a la educación superior y, en particular, la experiencia de INACAP con su programa propedéutico.En la primera parte se entrega una revisión de algunas iniciativas a las que han recurrido diversas universidades tanto a nivel nacional como internacional para reducir estas brechas entre la educación media y la educación superior. En la segunda parte se describe la experiencia de INACAP con su programa propedéutico, el cual nace inspirado en la necesidad de los estudiantes provenientes de la formación técnico–profesional de contar con espacios para desarrollar sus destrezas y habilidades en Lenguaje, Matemática y Autogestión que les permitan desempeñarse con éxito en la educación superior. Student Learning Assessment in Mathematics
http://www.merlot.org/merlot/viewMaterial.htm?id=346465
This report describes how students in the Mathematics Department in California State University, Long Beach (CSULB) were assessed, and the results used for further improvement in the department.