Counting and Representing Numbers to 10
Counting and Representing Numbers to 10
Objectives
Students will gain greater understanding of the order of numbers 1–10 and the numeral that represents each one. They will:
- count with understanding and recognize “how many” are in sets of objects.
- count, with and without objects, forward and backward, to at least 10.
- recognize that a number can be used to represent how many objects are in a set or to represent the position of an object in a sequence.
- develop understanding of the relative position and magnitude of whole numbers and of ordinal and cardinal numbers and their connections.
- connect number words and numerals to the quantities they represent, using various physical models and representations.
Essential Questions
How can mathematics support effective communication?
How can patterns be used to describe relationships in mathematical situations?
How is mathematics used to quantify, compare, represent, and model numbers?
What does it mean to estimate or analyze numerical quantities?
What makes a tool and/or strategy appropriate for a given task?
When is it is appropriate to estimate versus calculate?
- How is mathematics used to quantify, compare, represent, and model numbers?
Vocabulary
- Greater Than: A number is larger than the other.
- Less Than: A number is smaller than the other.
Duration
90–120 minutes
Prerequisite Skills
Prerequisite Skills haven't been entered into the lesson plan.
Materials
- several paper bags containing 5 to 10 school supplies (or pictures)
- Numerals Chart (M-K-1-1_Numerals Chart.docx)
- Counting/recording sheet (M-K-1-1_Counting Objects Recording Sheet.docx)
- class poster/anchor chart with the title “Ways to Represent a Number”
Related Unit and Lesson Plans
Related Materials & Resources
The possible inclusion of commercial websites below is not an implied endorsement of their products, which are not free, and are not required for this lesson plan.
- http://www.learningresources.com
- Thinking Mathematically by Thomas Carpenter, Megan Franke, and Linda Levi. Heinemann (cognitively-guided instruction), 2003.
- Elementary and Middle School Mathematics: A Developmental Approach by Van de Walle, 2009.
- Random Reporter method: https://static.pdesas.org/content/documents/Random%20Reporter.pdf
Formative Assessment
Suggested Instructional Supports
Instructional Procedures
Related Instructional Videos
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Instructional videos haven't been assigned to the lesson plan.
Final 4/18/14