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Applied Problems Intervention Strategy Concrete, Representational, Abstract(CRA) For: Students in Grade K and above whom have not reached the benchmark/target score on the MAP Math, standard/benchmark,
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How to fill out concrete representational abstract

How to fill out concrete representational abstract
01
To fill out a concrete representational abstract, follow these steps:
02
Start by understanding the concept of concrete representational abstract (CRA). CRA is a teaching strategy that helps students to develop a deeper understanding of abstract concepts by first using concrete objects or manipulatives, then representing them using pictures or diagrams, and finally working with abstract symbols or numbers.
03
Choose a specific abstract concept that you want to teach or learn. It could be anything from solving algebraic equations to understanding the concept of gravity.
04
Begin with concrete objects or manipulatives that can be used to represent the abstract concept. For example, if you want to teach algebraic equations, you could use counters or blocks to represent numbers and variables.
05
Move on to representing the concrete objects using pictures or diagrams. You can ask students to draw or create visual representations of the objects they used in the previous step. This step helps to bridge the gap between the concrete and abstract levels of understanding.
06
Finally, introduce the abstract symbols or numbers associated with the concept. In the case of algebraic equations, this would involve using variables and solving equations using mathematical operations.
07
Encourage students to practice and apply their understanding of the concept through various exercises or problems. This could involve solving equations, analyzing diagrams, or explaining the concept to others.
08
By following these steps, you can effectively fill out a concrete representational abstract for any given concept.
Who needs concrete representational abstract?
01
Concrete representational abstract is beneficial for various groups of people:
02
- Teachers: Teachers can use CRA to make abstract concepts more tangible and accessible for their students. It helps students to develop a thorough understanding of the concepts before moving on to abstract representations.
03
- Students: Students who struggle with abstract concepts can benefit from CRA. It provides them with a hands-on and visual approach to learning, making the concepts easier to grasp and remember.
04
- Special Education: CRA is particularly useful for students with learning disabilities or special educational needs. It allows them to engage with the concepts using concrete objects and visual representations, promoting a deeper level of understanding and participation.
05
- Parents: Parents can use CRA techniques to support their children's learning at home. It provides them with a structured approach to teaching abstract concepts and helps in reinforcing classroom learning.
06
In conclusion, anyone who wants to enhance understanding and learning of abstract concepts can benefit from using concrete representational abstract.
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