Published at Tuesday, 01 September 2020. Addition Worksheets. By Raul Greco.
It is important to work with your child to help establish an appropriate pace. Part of the benefit of interactive learning games is that parents can monitor their child has progress and see how well things are going. You may find yourself pleasantly surprised at how much your kindergarten learns in a short period of time. Though kindergarten math can not be taught through learning games alone, interactive digital activities provide a good supplement to traditional education. When kids continue to practice what they have learned and become more comfortable with it outside the classroom, they are bound to do better as they progress through school. Learning games also give you an opportunity to work with your child at home, helping to boost his or her grasp of basic kindergarten math concepts. The use of digital learning games to teach kindergarten math is by no means a stand-in for traditional education. However, when kids are presented with a fun, interactive learning environment in their own homes, they can build skills and get a deeper understanding of the concepts that will lead to better classroom performance and a more positive school experience.
When learning arithmetic, repeatedly doing sums for a long period, with little variation, can soon get boring for many students. Before long, their attention can start to wonder, and as we all know - this is not conducive to learning. Quite the opposite, students generally learn best when enjoying the subject, and as a result many math teachers have introduced a variety of math games into their classrooms - and one such game that is very popular is math bingo. In math bingo, each student is given a bingo card (also known as a "bingo worksheet" or "bingo board") printed with numbers. These are not necessarily the standard bingo numbers, but rather are the answers to a number of different math problems.
The answer for the above question is hidden in a simple example. I always give the example of stairs to my students, and giving the same example in this article. I compare the steps of a staircase to the concepts in mathematics. As this is very hard to reach higher floors of a building without stairs (or elevators these days), same way learn higher concepts in mathematics without learning basic concepts is very hard. People have to start from the ground, then first step, second, third and so on to reach their destination floor. Exactly the same way students have to start from Kindergarten, then grade one, grade two and three and so on to reach their math destination. Also, if some of the steps are broken in the staircase, it is still hard to reach the desired floor using those steps. Same way, if you are missing some of the basic concepts from elementary grades, math for you is still hard.
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