The term "polymath" refers to a person whose expertise approaches different subject areas, to rely on complex packages of knowledge for solving problems. Famous polymaths from history include Galileo Galilei, Leonardo da Vinci, Mozart, and Albert Einstein; individuals that have impacted science, arts, humanities, and our society for…

This article presents a culturally situated and socially relevant lesson for intentionally teaching secondary students the fundamental engineering concepts related to Problem Framing and Project Management. This lesson includes: (1) class discussions to engage students in a socially relevant problem (food waste and sustainability) within a…

Mathematical modeling, a key strand in mathematics, engages students in rich, authentic, exciting, and culturally relevant problems and connects abstract mathematics to the surrounding world. In this, article, the authors describe a modeling activity that can be used when teaching linear equations. Modeling problems, in general, are typically high…

Overseeing the operations of a college and/or district combines the elements of a financial wizard, a logistics magician, a political demagogue, a Baptist preacher, and a prognosticating soothsayer. It's particularly challenging for new CEOs. This paper offers advice for such new CEOs and for those just interested in a shared perspective. Topics…

This article addresses the impact of accelerated technological development on the world of work, the main characteristics of the new expected generation of workers (Generation Z), and the unique demands placed on educational systems. The educational systems must adapt to society's expectations in the 21st century to remain relevant in a world with…

The International Technology and Engineering Educators Association's (ITEEA's) "Standards for Technological and Engineering Literacy" ("STEL") describes design thinking as an approach that allows students and educators to integrate other content areas by considering relevant contextual information to guide design and making…

The significant global challenges faced in the world today require innovative solutions and creative thinking. In traditional postsecondary education, technical programs such as engineering often focus on technical competencies as opposed to creative thinking. However, as industry demands for creative technical employees continue to increase,…

The tutorials of a second-year undergraduate organic chemistry course have been modified to include a retrosynthetic exercise in conjunction with a Molecule of the Week (MoW) challenge. In contrast to the original tutorial assignments in the course, which primarily focused on completing simple reaction roadmaps, the new tutorials place a heavier…

When it snows, children are permitted to play outside during recess, which causes them to experience a variety of problems with their mittens or gloves. To align instruction with a problem student's experience in every day life, the authors developed and administered a short survey to second graders in an after school program. The authors found…

Computational thinking has been popularized in the last decade, particularly with the emphasis on coding education in K-12 schools. The core idea of computational thinking has a close relationship with technology and engineering education (TEE). TEE has emphasized the use of computing skills to solve problems, and integrative STEM education…

Research has shown that word problem difficulty is influenced by various linguistic, numerical and general variables, but results in this area are inconsistent. This paper focuses on the question of how the order of numerical data, the context, the position of the unknown transformation, and the length of the statement in an additive word problem,…

Embedding mathematics in a relatable context has changed the way Christie Henderson's elementary students view the subject. In this article, Henderson discusses how presenting mathematics through a relatable context enables students to visualize the math and make a pictorial representation to aid them in solving it. When relevant and relatable…

As teachers of mathematics we encourage our students to ask good questions, and we strive to help our students find and understand answers to these questions. This journey can be made more meaningful if students conclude by reflecting on their learning process. If we find careful questioning and reflection important, we should include such…

Assessing student learning traditionally involves determining whether students can solve a certain percentage of problems correctly, under the assumption that this achievement indicates they have the knowledge and understanding they need to progress to new topics. This article explores what teachers can learn from looking closely at student…

Reasoning and problem solving are both critical acts in mathematics learning. The author has met many teachers who tell her they would love to highlight them more but feel they cannot because of the pressures of content coverage, pacing guides, and district tests. In this article, she describes a teaching intervention that highlighted problem…