BUDGET OF WORK IN MATHEMATICS VI FIRST GRADING PERIOD 1. WHOLE NUMBERS A. Comprehension of Whole Numbers (Pre-requisite Skills Before BEC) 1. Reads and writes numbers through billions 2. Identifies the properties of addition/multiplication of numbers 3. Expresses a number in simple form to expanded notation and vice-versa 4. Rounds numbers to the place value specified 5. adds five or more digit numbers with four or more addends with sums through
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National Council of Teachers of Mathematics Standards and Math Lessons In the following essay there will be four lesson plans discussed from four different websites. All of the lessons concentrate on the National Council for Teachers of Mathematics (NCTM) Standards for Number Sense and Operations. The four lessons will be analyzed using the following criteria; the NCTM Standards‚ the use of differentiated instruction and the use of manipulative. The four lessons that will be looked into focus
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Lesson 3 Topic: Fractions Subtopic: Addition and Subtraction of Fractions Materials • A set of paper strips with words written on it • Fish bowl Objectives • To guess the word written on the paper strip • To practice patience and understanding to those who can not get the answer correctly Control of Error • Teacher Presentation • The teacher will introduce the activity and give the instruction on what to do. • She will ask for 5 pairs of volunteers from the class. One volunteer
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Labor rate variance is the difference between the actual labor rate and the applied overhead rate (standard rate multiplied by the number of actual hours worked). Consider this and respond to the following: • "Our workers are all under labor contracts. Therefore‚ our labor rate variance is bound to be zero." Do you agree or disagree that the labor rate variance will be zero if all workers are under labor contracts? Explain giving reasons. The concept of labor rate variance and its application
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Why is it important to follow the order of operations? What are some possible outcomes when the order of operations is ignored? If you invented a new notation where the order of operations was made clear‚ what would you do to make it clear? In mathematics ‚ the order of operation also known as precedence rule is a rule used to clarify which procedures should be performed first in a given mathematical expression. When there is more than one operation involved in a mathematical problem‚ it must
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0817 General Assessment of Sunchips’ test market results. Pros A pro would be that Frito-Lay knows where the majority of their sales are happening. Due to about 90 percent of them being in supermarkets and convenience stores. It is also a pro that they have determined what percentage of each size package and flavor they are selling. In addition they have also determined the percentage of cannibalization that will happen. Another pro is that the cumulative repeat percentage steadily rose every
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What is pemdas? The order of operations was developed years ago. Someone just decided on an order in which operations should be performed. It has nothing to do with magic or logic. Some one decided to adopt a way‚ and it has been followed through out history. It makes communication easier. Punctuation marks are used in any language to make clear what we want to say. Punctuation marks are just as important in number sentences as they are in English sentences. Without being told by a symbol or some
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Mathematical Prayer Lord‚ enlighten me with life’s absolute value and your spirit’s infinite grace. May you eliminate my negative traits and help me think in a positive way. Teach me how to do my works in equal proportion and help me see the world in different angles. Add the beauty of life within me and subtract all of my sins by your mercy you have shed on me. Multiply the seed of your righteousness in and through me‚ so that I may rightly divide the word of truth and present myself
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erms The Complete Mathematical Terms Dictionary Understanding math concepts is critical in our world today. Math is used daily by nearly everyone‚ from lay persons to highly degreed professionals. Situations in which math is used vary from simply balancing a checkbook or calculating the amount of change due from a store transaction all the way to making blueprints for an office building or house and the construction of those buildings. Understanding how to solve math problems becomes easier as
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Math Exercise on the Abacus (“Suanpan” in Chinese) • Teachers’ Introduction • Student Materials Introduction Practicing Basics Exercises Answer keys Learning: “Up‚” “Down‚” “Rid‚” “Advance” Cards 1-7 Cards 8-11 Cards 12‚ 14‚ 16 Cards 13‚ 15‚ 17 Card 18 Exercises: Addition Cards 18-28 Advanced Addition Cards 29-30 (the numbers 1-9) Exercises: Subtraction Cards 31-39 (the numbers 1-9) Acknowledgment: This unit is adapted from A Children’s Palace‚ by Michele Shoresman
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