Learn mathematics with Smartick. Exercises, tutorials, problems and teaching resources for children learning elementary mathematics. Here you will find posts about mathematics to make learning easier and more fun.
Mar30
In this post, we are going to continue analyzing the book, How I Wish I’d Taught Maths by Craig Barton about evidence-based education. Today, we will focus on problem solving. What is a problem? This is the first question we must answer before addressing the issue. Let’s see two examples. There is a school with […]
Continue reading »Mar23
In today’s post, I am going to present a series of exercises to practice how to identify flat symmetrical figures. To begin, I recommend that if you don’t remember symmetry or the characteristics that make a figure symmetrical very well, take a look at this previous post. You’ll be able to review all of the […]
Continue reading »Mar16
Today we are going to learn how to solve activities related to the representation of fractions on a number line and the amplification and simplification of fractions. To do this we need to use equivalent fractions. It is easy to represent a fraction on a number line when it is divided into the same number […]
Continue reading »Mar09
In this post, we are going to explain reducible equations with several examples taken from Smartick’s daily sessions. We will begin with some easier examples, and work our way toward those that are more complicated. If you need to review what an equation is, and its terms, you can take a look at this previous […]
Continue reading »Mar02
In this post, we are going to continue analyzing the book How I Wish I’d Taught Maths by Craig Barton about evidence-based education. Today we are going to highlight the role that examples play in teaching mathematics and how to use them instead of mere definitions and instrumental rules. Examples vs. Definitions It is clear […]
Continue reading »Feb20
At Smartick we know that math is behind almost everything, and a leap year is no different. The reasons related to the Julian calendar and subsequent change of the Gregorian calendar are well known. However, the mathematical reasons that determine whether or not a year is a leap year are lesser-known. So, in order to […]
Continue reading »Feb17
In earlier posts, we have learned about set theory and Venn diagrams. Today, we are going to look at some examples of classification using Venn diagrams in Smartick. Attributes The method that we use to understand whether or not the elements that we want to classify meet some characteristics are what we call attributes. The […]
Continue reading »Feb10
In this post, we continue with our analysis of Craig Barton’s book, How I Wish I’d Taught Maths about evidence-based education. Today we will discuss the chapter about deliberate practice and the five stages that should be followed in order to teach a complex process. When we introduce a complex process, it is necessary to […]
Continue reading »Feb03
In today’s post, we are going to present the way that we work on combined operations through word problems in Smartick. In the field of mathematics in school, combined operations are those problems where we need to use more than one operation. If you don’t remember exactly what they were, click here to refresh your memory! […]
Continue reading »Jan27
This is the latest post as we continue with our analysis of Craig Barton’s book, How I Wish I’d Taught Maths about evidence-based education. Today we will talk about the chapter that discusses the use of worked examples and their relation to metacognition. Together they are a fundamental element of the learning process. What Are […]
Continue reading »Jan23
Number Sense When speaking about mathematics most people think it is the ability to count, add and subtract numbers, or the ability to solve complex math equations. But, what comes before counting and the ability to recognize numbers? Number sense! In other words, the primitive ability to recognize and represent amounts without using numerical symbols […]
Continue reading »Jan20
In an earlier post, we explained the difference between interleaving and blocked practice. Remember that interleaving (mixed practice) basically consists of organizing tasks by mixing different problems and exercises together in order to avoid solving problems in a mechanical way and instead stimulating the child to reflect on the strategy needed to solve each problem. […]
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