Words of the Week:
Holes Vocabulary (Ch 18-28)Writing:
The students are almost ready to type up their final drafts of their narrative writing pieces. They were asked to type up their final drafts at home. If they do not have access to a printer or computer, they were given the opportunity to type thier good copies at school during homework club!Narrative Checklist:
Beginning:
- Setting and Characters
Middle:
-Conflict (Problem)
-Attempts to solve the problem
End:
-Solution
Important Features in our Narrative Writing: (Ask yourself:)
- adding dialogue (Do my characters speak in my story?)
- SHOW not tell (Did I add enough description and details to help the reader visualize my story?)
- punctuation (Do my sentences have the proper punctuation?)
- new connecting words (Did I make sure to use different connecting words so the same words don't repeat too many times througout my story?)
- title: (Does my story have a catchy title?)
- I didn't use Once Upon a Time (Did I come up with an original introduction?)
- DOES MY STORY MAKE SENSE?
Math: (Chapter 7- 2-D Geometry)
Website for classifying quadrilaterals: classifying quadrilaterals
Website for classifying triangles: classifying triangles
Social Studies:
Rights and responsibilities as a citizen of Canada: rights and responsibilities
Rights and responsibilities as a citizen of Canada: rights and responsibilities
In our Planners:
- By Friday: Good Copy of Narrative Writing Due
-By Friday: Math Tests Signed and Returned
-Friday: Math Problem of the week
-Friday is also Wacky Tacky Pizza Day!!!!
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)
-Friday: Math Problem of the week
-Friday is also Wacky Tacky Pizza Day!!!!
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