Mathematics TEKS Refinements 2006 – K-5 Tarleton State University Number, Operation, and Quantitative Reasoning Activity: Spotting Numbers TEKS: (K.1) Number, operation, and quantitative reasoning. The student uses numbers to name quantities. The student is expected to: (A) use one-to-one correspondence and language such as more than, same number as, or two less than to describe relative sizes of sets of concrete objects; (B) use sets of concrete objects to represent quantities given in verbal or written form (through 20); and (C) use numbers to describe how many objects are in a set (through 20) using verbal and symbolic descriptions. (K.4) Number, operation, and quantitative reasoning. The student models addition (joining) and subtraction (separating). The student is expected to model and create addition and subtraction problems in real situations with concrete objects. Overview: Anchoring numbers to five will help students discover patterns and relationships from a given number to other numbers. These relationships are especially important when understanding about various combinations of numbers. Through practice of discovering these relationships, students will be able to develop mental computation skills with larger numbers. The five-frame is a common model for this type of relationship. The 1X5 array allows students to place counters or dots to represent a given number. Then students are encouraged to explain how they see their number. After several “free arrangements,” the students will be directed to specifically place the counters or dots starting from left to right. This will set the pattern for using the five frames. Materials: Dog Five-Frame work mat Counters (black dots) (individuals receive ten each) Book: Spot Can Count by Eric Hill Grouping: Whole or small group Time: 15-30 minutes Lesson: 1. Procedures Give each student a dog five-frame. Have students count the spaces. Ask students to tell how many spaces are on the work mat. Explain to students that because there are Number, Operation, and Quantitative Reasoning Spotting Numbers Notes Kindergarten Page 1 Mathematics TEKS Refinements 2006 – K-5 Procedures five spaces on the work mat, it is called a five-frame. We will use the five-frame to help us show numbers in many different ways. Tarleton State University Notes 2. Give each student a set of ten black counters. Explain to students that only one counter is permitted in each space. 3. To model this activity, hold up a number three dot plate arrangement card. Ask students to show you the number on the fiveframe. Ask: “What can you tell us about the number three from looking at your mat?” Students’ response may be: “It has spaces at the end” or “it has two dots, then spaces, and then one dot.” After hearing from several students, try other numbers from 0-5. Remember to always process with students after asking them to show their number. Children may place their counters on the five-frame in any manner. Lead them to observe how their frame differs from other children. There are no wrong answers. Focus attention on how many more counters are needed to make 5. 4. Next, try numbers that are between 5 and 10. The rule of one counter in each space still applies. This time, however, demonstrate how we will now use the fiveframe like we read. We fill in the frame from left to right leaving no spaces. 1st grade teachers may ask students to write the corresponding number sentence to match the five-frame. Hold up a number 8 dot plate arrangement card. Ask students to show you the number. Students will fill in from left to right and then place 3 counters below the five-frame. Ask students: “Why did you have to place some counters below the five-frame?” Students’ responses may be: “All the counters can’t fit” or “there was no more room.” Focus attention on these larger numbers as 5 and some more: “8 is five and 3 more.” Try other numbers between 5 and 10; remember to process after each number. 5. Ask students to clear their five-frame. Introduce the story Spot Can Count by Eric Hill. Explain to students that Spot is learning to count, and he will count several different animals in the book. As we read the story, I Number, Operation, and Quantitative Reasoning Spotting Numbers Kindergarten Page 2 Mathematics TEKS Refinements 2006 – K-5 Procedures will ask you to show me on your five-frame how many animals Spot counted on the page. Remind students how we use the fiveframe (from left to right and only one counter or dot in each space). Tarleton State University Notes 6. Read Spot Can Count stopping after each page and asking students to show you the number of animals Spot counted. After students demonstrate the number ask: “What can you tell me about the number ____?” “How many more counters or dots do we need to fill up our five-frame” or “How many more counters or dots is the number ____ than five?” At this time, teacher may request students to record their answers on dry erase boards. This will help bridge the learning from concrete to symbolic. 7. After the story, ask students “what can you tell me about using the five-frame?” Students’ responses should include: “you start from right to left,” “use only one counter in each space,” and “there are five spaces on the five-frame.” It is important to note that when you feel students are able to quickly show a number and explain the number accurately referring to how many counters are needed to make five or how many more counters than five do we have, then students are ready for the ten-frame. Homework: Materials: Five-frame worksheet with 6 five-frames, crayons 1. Each five-frame has a specific number in front of it. 2. Ask students to color that many circles into the five-frame to show the number 3. Have a set of questions for parents to ask their child after each five-frame is colored: a. How many dots did you have to color? b. How many more dots do you need to have five? c. Which is more, the spaces with dots or without dots? Assessment: Observation Rubric: Accurately use the five-frame mat. Demonstrate numbers using counters or dots for 0-5. Able to explain how many dots are on the five-frame. Able to explain how many dots are needed to make five. Demonstrates numbers using counters or dots for 6-10. Able to explain how many dots are on the frame and off the frame. Able to explain why there are dots off the frame using numbers to Number, Operation, and Quantitative Reasoning Spotting Numbers Kindergarten Page 3 Mathematics TEKS Refinements 2006 – K-5 Tarleton State University justify answer. (Example: For 9, there are 4 counters off the mat because 9 is four more than 5) Extensions: Students can use the five-frame mats and counters with other Spot books by Eric Hill in an independent station. Resources: National Council of Teachers of Mathematics (2004). Navigating through number and operations. Reston, VA: NCTM Van de Walle, J.A. (2006). Teaching Student-Centered MATHEMATICS Grades K-3. Boston, MA: Pearson Education, Inc. Number, Operation, and Quantitative Reasoning Spotting Numbers Kindergarten Page 4 Mathematics TEKS Refinements 2006 – K-5 Tarleton State University Spotting Numbers Work Mat Number, Operation, and Quantitative Reasoning Spotting Numbers Kindergarten Page 5
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