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Lesson 16 11 NYS COMMON CORE MATHEMATICS CURRICULUM Lesson 16 Objective: Count on to find the unknown part in missing addend equations such as 6 + 9. Answer, How many more to make 6, 7, 8, 9, and
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Strategies for counting on are helpful for individuals who are learning or practicing basic addition skills. These strategies can be used by children in early elementary school as well as adults who may need to strengthen their arithmetic abilities. Here are some points to consider when filling out strategies for counting on:
01
Start with a clear objective: Clearly define what you want to achieve through these strategies. For example, your objective could be to help students become more proficient in adding numbers mentally.
02
Break down the process: Divide the strategies into manageable steps that build upon each other. Begin with simpler concepts and gradually progress to more complex ones. This approach allows learners to develop a solid foundation and ensures a smoother progression.
03
Teach the concept of counting on: Begin by teaching students how to count on from the larger number. Emphasize that addition involves starting with the greater number and adding more to it. This concept forms the basis for all strategies related to counting on.
04
Highlight visual aids: Utilize visual aids such as number lines, diagrams, or manipulatives to help students visualize the process of counting on. These tools can make the concept more concrete and facilitate understanding.
05
Practice with real-life examples: Provide students with ample opportunities to practice using strategies for counting on. Present them with real-life scenarios where they can apply these techniques, such as adding items in a shopping cart or calculating change at a store.
06
Incorporate interactive activities: Engage students in interactive activities to make the learning experience enjoyable and hands-on. These can include games, group discussions, or online exercises that reinforce the strategies for counting on.
07
Monitor progress and provide feedback: Regularly assess students' understanding and progress to identify areas that may need further support. Offer constructive feedback to help them refine their counting-on skills and address any misconceptions.
08
Differentiate instruction: Recognize that learners have diverse needs and abilities. Differentiate your instruction by offering additional challenges for advanced students or providing extra support for those who are struggling. This approach ensures that every student can benefit from the strategies for counting on.
In conclusion, strategies for counting on are valuable tools for individuals of all ages who are learning or practicing addition skills. By following a step-by-step approach, incorporating visual aids, and offering ample opportunities to apply these strategies, learners can develop a strong foundation in counting on. Regular assessment and differentiation of instruction are essential to ensure effective implementation and address individual needs.
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Strategies for counting on refer to the methods used to add numbers in a systematic way, starting from a given number and counting forward in order to find the total.
Educators, math instructors, and students are required to use strategies for counting on as a learning tool to improve math skills.
To fill out strategies for counting on, one can simply write down the starting number and then list the additional numbers that are counted on to find the total.
The purpose of strategies for counting on is to help individuals improve their mental math skills and develop a deeper understanding of addition.
On strategies for counting on, individuals must report the starting number, the numbers counted on, and the total sum that is found.
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