Fraction Lesson Plan Introduction • Fractions—Introduction to Writing Fractions • 30 Minutes • Math 3.3-The student will a. name and write fractions (including mixed numbers) represented by a model; • English 3.8- The student will write legibly in cursive. Learning Objectives Students will: • Draw equal fractional parts • Write fractions using part of a set model • Create their own fractions using manipulatives Teaching Sequence
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Materials Required: FRACTIONAL CHARTS‚ REAL OBJECTS Activity Time: 2:10-3:10 PM Concepts Taught: Solves word problem involving addition in similar fraction A SAMPLE LESSON PLAN IN MATHEMATICS GRADE FOUR USING BLOCK MODEL APPROACH I. Objective Solves word problem involving addition in similar fraction {Learn to be generous all the time} II. Subject Matter A. Solving word problem involving addition in similar fraction B. BEC-PELC‚ Mathematics 4‚ Textbook‚ pp. 105-106 C. Textbooks‚ flashcards
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Simple Fractions (Grade 1) I. Objectives: At the end of the lesson‚ the students should be able to: 1. Identify simple fractions. 2. Shade the given figure based from the given fractions. 3. Appreciate the beauty of one’s work and demonstrate neatness in one’s work. I. Subject Matter: Topic: Simple Fractions Reference: Comprehensive Curriculum of Basic Skills Grade 1 Author: Dawn Downs Purney
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Math and Science The math teacher can teach students about exponential notation. Once students become proficient in reading and writing numbers in exponential form‚ and in converting numbers between exponential‚ factor‚ and standard form‚ they can apply this knowledge to topics in science. For example‚ they can write the distance between the sun and each planet using scientific notation. For advanced students‚ you can teach them about negative exponents. Then they can explore the half-life of
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HESI ENTRANCE EXAMINATION STUDY GUIDE TABLE OF CONTENTES Page HESI Study Packet Introduction HESI Test Overview (Math‚ Reading‚ Comprehension‚ Vocabulary‚ Grammar) Math (face sheets precedes each section—pages bold‚ underlined; Answers follow each section Math diagnostic Test HEST Math Review I-III: Add‚ subtract‚ multiply‚ divide 1-2 3-4‚ 5-8 9-14 Math IV-VI: Add‚ subtract‚ multiply‚ divide decimals 15-19 Math VII-XII: Fraction terms; reducing proper and improper
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Exploring Decimals Activity 1: FINDING DECIMAL EQUIVALENTS In the course of converting fractions to their decimal equivalents‚ you should have observed the following: Some fractions convert to terminating decimals; others‚ to repeating decimals. In some fractions that convert to a repeating decimal‚ the digits begin repeating immediately; in others‚ one or more digits appear between the decimal point and the repetend. In this activity‚ you will investigate the answers to the following questions:
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Maths SL Matrix Investigation I will try to investigate in powers of matrices (2x2). Also‚ try to find a pattern‚ if there is one. A=[pic] Using my GCD calculator to raise matrix A to different powers [pic]= [pic] [pic]= [pic] [pic]=[pic] [pic]= [pic] [pic]= [pic] [pic]= [pic] [pic]=[pic] The pattern that I can see is that when the power of matrix A is
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National Council of Teachers of Mathematics (NCTM) Standards: Website Lesson Plans Edwina Schweitzer Grand Canyon University: EED 364 November 25‚ 2012 The National Council of Teachers of Mathematics (NCTM) is a council that has set in place standards that are to be followed and adhered to when creating mathematical lesson plans. These standards are national and require a lot of the teachers as far as what and how they teach math. While there are many choices
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Tabaco National High School Tabaco City MATHEMATICAL TRIVIAS Kim Patrick Barcenas II-Mendel Mrs. Sylvia Bo-Sariola Math Teacher When 111 111 111 is multiplied by 111 111 111 it is equal to 12345678 9 87654321 You can remember the value of PI (3.1415926) by counting each word’s letters in “May I have a large container of coffee?” 21978 when multiplied by 4 is the same number with digits in reverse order... 21978 x 4 = 87912 If you add up numbers 1-1000 consecutively
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1a Packaging of a potato chip 6cm Volume of a single = 170cm cubed Volume of cylinder = ∏r squared Height= volume Divided by ( ∏r squared) Height= 170cm divided by (∏ x 3 squared) Height = 6.01 round of to 6cm Allowing 1 extra cm for room Top and bottom of cylinder = 6cm + 1cm = 7cm Height= 6cm + 1cm = 7cm Total surface Area= area of base + area of top
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