Working with Decimal Numbers
                           	  	
                                	Strand: Number
                              		Outcomes: 8, 9, 10, 11 
                              	
                           	  	Step 4: Assess Student Learning
                                Guiding Questions
                                
                                
                                  	- Look back at what you determined as acceptable evidence in Step 2.
- What are the most appropriate methods and activities for assessing student learning?
- How will I align my assessment strategies with my teaching strategies?
Sample Assessment Tasks
                              	In addition to ongoing assessment throughout the lessons, consider the following sample activities to evaluate students' learning at key milestones. Suggestions are given for assessing all students as a class or in groups, individual students in need of further evaluation and individual or groups of students in a variety of contexts.
                           	  	
                           	  	A. Whole Class/Group Assessment
                              	
                                Examples of Whole Class/Group Assessment  
                              B. One-on-One Assessment
                              	 Examples of One on One Assessment  
                           	  	
                           	  	C. Applied Learning
                            	Does the student:
                                    
                                      - indicate that 0.45 m is longer than 0.395 m and  explain why, using a variety of strategies such as:
                                        
                                          - use a metre stick to measure lengths of string to  represent each measure
- apply his or her understanding of place value in  comparing the decimals
- apply  his or her understanding of equivalent decimals (0.45 = 0.450) in comparing the  decimals
- apply his or her understanding of benchmarks by  explaining that both decimals are less than 0.5 m and that 0.45 m is closer to  half a metre than 0.395 m and is therefore the larger decimal?
 
- apply his or her understanding of decimals to  order a series of decimals in a real world context?
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