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November 22, 2019 What we are learning (12/2-12/6) November 22, 2019 What we are learning (12/2-12/6)

November 22, 2019 What we are learning (12/2-12/6) - PowerPoint Presentation

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November 22, 2019 What we are learning (12/2-12/6) - PPT Presentation

November 22 2019 What we are learning 122126 Spelling Words homework for 122126 December Calendar Monday Tuesday Wednesday Thursday Friday 2 3 4 5 6 9 10 11 12 13 16 17 18 19 20 23 24 25 26 27 ID: 773367

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November 22, 2019 What we are learning (12/2-12/6) Spelling Words homework for 12/2-12/6 December Calendar Monday Tuesday WednesdayThursdayFriday23456910111213161718192023242526273031Students will return to school on Jan. 6, 2020. Monday Math MondayRead 15 minutesHoliday BingoStudy Spelling WordsPractice Multiplication Facts TuesdayMath TuesdayHoliday BingoRead 15 minutesStudy Spelling WordsPractice Multiplication Facts  WednesdayMath WednesdayRead 15 minutesHoliday BingoStudy Spelling WordsPractice Multiplication Facts  ThursdayMath ThursdayRead 15 minutesHoliday BingoStudy Spelling WordsPractice Multiplication Facts FridaySpelling Test reading/language/ Unit 3 week 4Tested Comprehension Skills: Main Idea/Key DetailsComprehension Strategy: RereadVocabulary Strategy: Root WordsGrammar: Future- Tense VerbsWriting Traits: Personal Narrative Genre: Expository Text Math/Math Vocabulary (on the back of newsletter) We are working on understanding division as thinking about it as equal groups, repeated subtraction, and using arrays and bar models. Since multiplication and division are related, please continue to practice mastering facts every night! Reminders Winter Break Begins kdcallahan@auburnschools.org What’s going on in… Mrs. Callahan’s Class Last Day for Students Winter Break misprintmisreadmistreatmiscountmisspellprecutpreheat 8. preplan9. preview10. presale11. dishonest12. distrust 13. discover14. disconnect 15. disagreeChallenge words:16. misbehave17. prearrange18. discourage This newsletter serves as the newsletter for the next two weeks. We are so thankful to have your families in our lives. I hope you all enjoyed our Thanksgiving Luncheon. Friendly reminder, Thanksgiving Break is November 27th – 29th. The Holiday Program for our class will be on December 5, 2019 at 12:30 in the WMR Cafetorium. Students are asked to dress in holiday/ winter attire. We hope to see you there! Have a great weekend and break! Holiday Program 12:30 New Year’s Eve Nutcracker Field Trip Holiday Party & Behavior Celebration at the movies Liberty’s Legacy Field Trip

Math VocabularyMultiplication Array – a set of objects arranged in rows and columns. For example, the array to the right is made up of 3 rows and 6 columns to make 18 in all. So, 3x6=18. Associative Property of Multiplication – the property that states that when the grouping of factors is changed, the product remains the same. For example, (2x1)x7=2x(1x7)Commutative Property of Multiplication – the property that states that you can multiply two factors in any order and get the same product. For example, 4x7=7x4. Distributive Property of Multiplication – the property that states that multiplying a sum by a number is the same as multiplying each addend by the number and then adding the products. For example, 8x9=(4x9)+(4x9)Equal groups – groups that have the same number of objects. For example, 5x6=30. There are 5 equal groups of 6 to make 30.Equation – a number sentence that uses the equal sign to show that two amounts are equal. For example 3x4=12Factor – a number that is multiplied by another number to find a product. For example, 4x5=20. 4 and 5 are the factors.Identity Property of Multiplication – the property that states that the product of any number and 1 is that number. For example, 3x1=3. Multiple – the product of two counting numbers is called a multiple of each of those numbers. For example, 6x7=42. 42 is a multiple of 6 and 7.Multiply – when you combine equal groups, you can multiply to find how many in all; the opposite operation of division.Product – the answer in a multiplication problem. For example, 8x3=32. 32 is the product.Zero Product of Multiplication – the property that states that the product of zero and any number is zero. For example, 2x0=0.