By John Eichinger
Technology doesn't exist in a vacuum and, consequently, shouldnt learn that manner. In that spirit, actions Linking technological know-how with arithmetic, K-4 is a hands-on consultant for preservice and inservice simple institution lecturers who are looking to attach technology guideline with different components of analysis together with visible arts, social sciences, language arts, and particularly math.The 20 discovery-based and academically rigorous actions supplied during this quantity enhance scholars understanding of the area round them, inspire their normal interest, and advertise the advance in their problem-solving abilities. the teachings akin to Digging Into Soil, Exploring the Mysteries of Fingerprints, and What Makes a ship drift? are instructor pleasant, too, requiring no complicated services in any topic quarter and utilizing merely low-cost and simply available fabrics. every one incorporates a record of wanted fabrics, a step by step approach, dialogue questions, and evaluate options. actions align with the most recent nationwide criteria for either technology and math and canopy issues from all medical disciplines.
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Additional resources for Activities Linking Science With Math, K-4
Teaching Children Mathematics 11 (7): 378–382. Seidel, J. D. 1998. Symmetry in season. Teaching Children Mathematics 4 (5): 244–249. , and S. Stump. 2007. Characteristics of shapes. Teaching Children Mathematics 13 (9): 472–473. 1 Learning Cycle Studies in Symmetry Make a list of objects or living organisms that demonstrate the following: Radial Symmetry ACTIVITIES LINKING SCIENCE WITH MATH, 5–8 Bilateral Symmetry Asymmetry 25 +General Science Activity 2 Surveying Science and Mathematics on the Internet Overview In this activity, students will explore the internet for interesting science and mathematics websites.
D. Through open dialogue, determine workable solutions to the problem. Determine areas of impasse. e. What must be done to implement the solution(s)? f. What additional information is needed to help solve the problem? The teacher has a number of responsibilities in this activity: to help students understand that every problem may not have a simple answer, to learn to accept an element of uncertainty, to seek fairness in presenting and discussing the topic, to avoid proselytization and the tendency to oversimplify complex topics, and ultimately to induce authentic, critical thought.
Were student groups able to construct a cutout or a collage/mosaic of a radially symmetrical flower? Could they explain their rationale and method of construction? 1 Sample rubric using these assessment options Achievement Level Developing 1 Proficient 2 Exemplary 3 Were students able to classify the objects and photos into piles according to their symmetry? Unsuccessfully attempted to separate into piles based on symmetry Successfully separated into piles based on symmetry Successfully separated into piles based on symmetry and were able to explain in depth Were students able to classify the geometric shapes into piles according to their symmetry?
Activities Linking Science With Math, K-4 by John Eichinger