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Becchetti, F. D. – Physics Teacher, 2022
There is an ongoing challenge with STEM education: making physics, math, and science, in general, interesting, understandable, and retentive for college science and non-science majors, K-12 students, and the public. If not imparting detailed knowledge, at least one would like to introduce important concepts that will be remembered, appreciated,…
Descriptors: STEM Education, Physics, Deception, Leisure Time
Padrón, Miguel A.; Plaza, Ángel – International Journal of Mathematical Education in Science and Technology, 2021
Many proofs of the arithmetic mean harmonic mean inequality have been proposed based on the rich connections between mathematics and physics. Sometimes the Arithmetic Mean Harmonic Mean inequality is proved by using electric networks. In this note, we use a simple set of two springs, instead of four springs which would be the equivalent set to…
Descriptors: Mathematics Instruction, Teaching Methods, Validity, Mathematical Logic
Sauerheber, Richard D.; Muñoz, Brandon – International Journal of Mathematical Education in Science and Technology, 2020
A simple in-class demonstration of integral Calculus for first-time students is described for straightforward whole number area magnitudes, for ease of understanding. Following the Second Fundamental Theorem of the Calculus, macroscopic differences in ordinal values of several integrals, [delta]"F"(x), are compared to the regions of area…
Descriptors: Calculus, Mathematics Instruction, Comparative Analysis, Physics
Goh, Ker Liang – Physics Education, 2019
If a body is in equilibrium under the action of three non-parallel coplanar forces, the forces must be concurrent (Muncaster 1993 "A Level Physics" 4th edn (Cheltenham: Nelson Thornes) p 44, 45, 49; Goh 2018 "Phys. Teach." 56 384). It is easy to show that they are concurrent when the forces meet at a point in the body…
Descriptors: Science Instruction, Physics, Scientific Concepts, Equations (Mathematics)
Putranta, Himawan; Wiyatmo, Yusman; Supahar, X. X.; Dwandaru, Wipsar Sunu Brams – Physics Education, 2020
Physics learning cannot be separated from the existence of physics measuring instruments, but their existence in schools are very limited. Therefore, creativity and innovation are needed to develop physics measuring instruments that are easily accessible by schools. This research aims to design and construct a liquid density measuring instrument…
Descriptors: Physics, Science Education, Science Instruction, Science Equipment
Kortemeyer, Gerd – Physics Teacher, 2019
Item Response Theory (IRT) has proven useful in physics education research to examine the validity of concept tests (e.g., Refs. 1-3) and online homework (e.g. Refs. 4-6), yet as a tool for the improvement of physics instruction (particularly exams), it is oftentimes perceived as (a) mysterious, (b) unjustified, and (c) impractical. This article…
Descriptors: Item Response Theory, Physics, Science Education, Psychometrics
Donolato, Cesare – International Journal of Mathematical Education in Science and Technology, 2017
The butterfly theorem is proved by assigning point masses to the four vertices of the wings and using the distributive property of the mass centre of a mechanical system.
Descriptors: Geometry, Mathematics, Geometric Concepts, Mathematical Logic
Treeby, David – Physics Teacher, 2017
What proof of the Pythagorean theorem might appeal to a physics teacher? A proof that involved the notion of mass would surely be of interest. While various proofs of the Pythagorean theorem employ the circumcenter and incenter of a right-angled triangle, we are not aware of any proof that uses the triangle's center of mass. This note details one…
Descriptors: Validity, Mathematical Logic, Geometry, Physics
Bolt, Michael – PRIMUS, 2017
The sheet resistance of a conducting material of uniform thickness is analogous to the resistivity of a solid material and provides a measure of electrical resistance. In 1958, L. J. van der Pauw found an effective method for computing sheet resistance that requires taking two electrical measurements from four points on the edge of a simply…
Descriptors: Mathematics Instruction, College Mathematics, Undergraduate Study, Physics
Bao, Lei; Koenig, Kathleen; Xiao, Yang; Fritchman, Joseph; Zhou, Shaona; Chen, Cheng – Physical Review Physics Education Research, 2022
Abilities in scientific thinking and reasoning have been emphasized as core areas of initiatives, such as the Next Generation Science Standards or the College Board Standards for College Success in Science, which focus on the skills the future will demand of today's students. Although there is rich literature on studies of how these abilities…
Descriptors: Physics, Science Instruction, Teaching Methods, Thinking Skills
Marx, Jeff; Mian, Shabbir – Physics Teacher, 2015
Constructing ray diagrams to locate the image of an object formed by thin lenses and mirrors is a staple of many introductory physics courses at the high school and college levels, and has been the subject of some pedagogy-related articles. Our review of textbooks distributed in the United States suggests that the singular approach involves…
Descriptors: Science Instruction, Physics, Optics, Teaching Methods
Kalajian, Peter; Makarova, Maria – Physics Teacher, 2014
Humans have evolved to follow their intuition, but as any high school physics teacher knows, relying on intuition often leads students to predict outcomes that are at odds with evidence. Over the years, we have attempted to make this intuition-outcome disparity a central theme running throughout our physics classes, with limited success. Part of…
Descriptors: Secondary School Science, Physics, High School Students, Teaching Methods
Sazonov, Sergey N. – European Journal of Physics Education, 2013
The purpose of this article is to give the intelligible procedure for undergraduate students to grasp proof of the fact that the magnetic field outside the hollow superconducting sphere (superconducting shell) coincides with the field of a point magnetic dipole both when an uniform external magnetic field is applied as when a ferromagnetic sphere…
Descriptors: Science Instruction, College Science, Undergraduate Students, Magnets
Bonati, Claudio – European Journal of Physics, 2012
The relation M = [mu] x B is presented in all elementary courses on electromagnetism, but it is usually given just for the simple case of a rectangular wire. We will present a completely general but elementary proof of this relation together with two more advanced proof methods. We will then provide some extensions: non-closed wires and…
Descriptors: Energy, Magnets, Science Instruction, Physics
Harrison, Mark – Physics Education, 2013
The maximum power theorem is a useful extension to work on EMF and
internal resistance at school level. Furthermore, a very simple physical
collision model can be used to show equivalent mathematical patterns to
those found with the maximum power theorem and to emphasize
fundamental links to ideas of impedance matching. (Contains 2 tables and 6…
Descriptors: Science Instruction, Physics, Mathematics, Teaching Methods