Week_4_Discussion_Cognitive_Development_Piagets_3_types_of_knowledge_Group_Game_and_Implications
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Mathematics
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Apr 3, 2024
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Q1. Illustrate the term, Physical knowledge with one example. People's or children's awareness of something's physical characteristics is referred to as physical knowledge. An excellent illustration of this is when a young child says that their favorite
blanket is red, furry, and squishy. Q2. After reading the article #3, design one simple physical knowledge game that you can implement with your students. List 2-3 goals that you want the students to reach through the game and describe a simple instruction of the game so other teachers or parents can easily utilize the game. “The Floor is Lava" is a game that I believe would teach children about physical understanding while still being entertaining. Even though there is currently a game like this one, creating your own would be a simple and inexpensive educational exercise to do at home or in the school. In addition, I would add additional colors and somewhat alter the rules. A wheel to spin and some colorful dice would be all that is required. A variety of colored felt squares would also work well. The first student would roll the dice, then they would have to move to a piece of felt that color.
After rolling the dice, each additional child in the game would take a turn going to a piece of felt that color. They can only walk on the felt fragments because the floor is now lava the entire time. They are out the moment they make contact with the ground. This is where it gets tricky: each tile can only be stood on once during a turn. The tile that the youngster stood on is eliminated when they roll over twice. This reduces the number of tiles available to transition between colors and makes movement more difficult. The game is won by the final student on a tile.
Q3. Define the following terms. Classification: The ability to group together different concepts.
Seriation is the capacity to recognize patterns or positions. Numerical relationship: able to identify patterns or orders in numbers.
Relationship in space: identifying closeness by order. Temporal relationship: a blend of numerical and spatial information used to indicate a goal attained. Talk about how a group game may be used to determine each child's arithmetic developmental level and how playing games can help kindergarteners' logio-mathematical knowledge.
In addition to helping a youngster become accustomed to learning, playing games can help them "[reason] actively (Kamii)" and introduce them to this process. In comparison to a group that is applying the same kind of reasoning as a whole, a child acting alone may require a little more time to understand and take the next action. It is also simpler to identify areas in which a youngster may want further assistance while assisting oneself as opposed to in a group. But a toddler may learn more effectively and quickly if they observe others..
Q4. Discuss how playing a game can promote kindergarteners' logio-mathematical knowledge and how a group game can be used to understand each child's mathematical developmental level.
By finding out how to win or complete obstacles in games, they can enhance their problem-
solving skills. Kids can improve their understanding of numbers by playing games that frequently include counting or adding points. Games can also help kids learn about space and how things relate to one another. Playing group games teaches kids social skills like cooperation and sharing. Playing games also helps youngsters develop their critical thinking skills by forcing them to think quickly and make wise decisions. Teachers can observe how students play group games to gain insight into their mathematical abilities. They can make notes
about the actions and methods of children.
Children with varying ability levels benefit from having different game levels. You may assist children in learning by observing them while they play and making notes.
Q5. Define the term, socio-conventional knowledge using an example. Socioconventional learning is the process by which people learn using their bodies and movements. I believe the first time the kids used a trampoline is a fantastic illustration of this. They gradually learned that moving and jumping let them go higher, and that moving and jumping allowed them to bounce around.
Q6. Considering your students age and their current interests, what socio-conventional knowledge would you like to introduce and why? I would start them off with the fundamentals, which include colors, letters, numbers, shapes, and
sight words. All of those things are being learned at a young age, but I'm not sure exactly what grade (K–3) I want to teach. Socio-conventional knowledge, which is acquired slightly later, includes things like fundamental math, politeness, and appropriate behavior.
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