Key studies in history education (from France and the USA) are discussed and compared in order to explore their methodological issues in terms of the types of knowledge they can generate about teaching and learning. An epistemological framework that relates the history of historians as an inquiry to that of the classroom provides the criteria for…

Despite the need to possess adequate problem-solving skills (Grady, Watkins, & Montalvo, 2014), mathematics performance among students--especially in urban communities, remains stagnant (NCES, 2003; TIMMS, 2015; NAEP, 2019). Langlie (2008) held problem-solving skills introduced in elementary schools would prepare students for tremendous…

Despite the need to possess adequate problem-solving skills (Grady, Watkins, & Montalvo, 2014), mathematics performance among students -- especially in urban communities, remains stagnant (NCES, 2003; TIMMS, 2015; NAEP, 2019). Langlie (2008) held problem-solving skills introduced in elementary schools would prepare students for tremendous…

Despite the need to possess adequate problem-solving skills (Grady, Watkins, & Montalvo, 2014), mathematics performance among students--especially in urban communities, remains stagnant (NCES, 2003; TIMMS, 2015; NAEP, 2019). Langlie (2008) held problem-solving skills introduced in elementary schools would prepare students for tremendous…

This qualitative study investigates the teaching practices of university professors in Saudi Arabia and their impact on the students' learning. To this end, the exercise seeks to observe and analyze the perceptions of the teaching methods used by Saudi university professors in relation to engaging students and developing critical thinking skills.…

This study was to explore how enhance communication skill through problem posing and presentation method. The subjects of this research were the seven grade students Junior High School, including 20 male and 14 female. This research was conducted in two cycles and each cycle consisted of four steps, they were: planning, action, observation, and…

Calculating Laplace transforms from the definition often requires tedious integrations. This paper provides an integration-free technique for calculating Laplace transforms of many familiar functions. It also shows how the technique can be applied to probability theory.

Why are math modeling problems the source of such frustration for students and teachers? The conceptual understanding that students have when engaging with a math modeling problem varies greatly. They need opportunities to make their own assumptions and design the mathematics to fit these assumptions (CCSSI 2010). Making these assumptions is part…

A mathematical mnemonic is a visual cue or verbal strategy that is used to aid initial memorisation and recall of a mathematical concept or procedure. Used wisely, mathematical mnemonics can benefit students' performance and understanding. Explorations into how mathematical mnemonics work can also offer students opportunities to engage in proof…

When asked to determine the number of tens in twenty-five, most second graders who have had instruction on place value can quickly provide the correct answer of two. However, when asked to show how the numeral 2 is represented in a set of twenty-five objects, many children struggle to draw a connection between the digit 2 and twenty objects in the…

Recognizing the challenges that students face when they may lack background and experiential knowledge with regard to coins is important so that teachers can address this during instruction. Exposure to coins is one of the basic necessities to learning about the coins, but that is just the initial part of the learning sequence. Unless students are…

This experiment describes a simple protocol for teaching acid-base titrations using potentiometry, conductivity, and/or photometry to determine end points without an added indicator. The chosen example examines the titratable acidity of a red wine with NaOH. Wines contain anthocyanins, the colors of which change with pH. Importantly, at the…

Our goal in this article is to discuss the importance of problems in early childhood education for the child's development and engagement with the mathematics existing in childhood culture. Our assumption is that an important task for young children's education is to create a democratic and critical environment, in which multiplicity of…

Drawing strategies are widely used as a powerful tool for promoting students' learning and problem solving. In this article, we report the results of an inferential mediation analysis that was applied to investigate the roles that strategic knowledge about drawing and the accuracy of different types of drawings play in mathematical modelling…

"Making" is a rapidly emerging form of educational practice that involves the design, construction, testing, and revision of a wide variety of objects, using high and low technologies, and integrating a range of disciplines including art, science, engineering, and mathematics. It has garnered widespread interest and support in both…