Defining a variable in an algebraic expression and equation.April Rose Anin
This document outlines a practice teaching lesson plan on patterns and algebra that defines variables and expressions. The objectives are to demonstrate understanding of sequences in forming rules, expressions, and equations. The lesson plan includes reviewing previous concepts, establishing the purpose of defining variables, presenting sample problems, discussing new concepts through examples, independent practice identifying variables, finding applications, generalizing the definition of a variable, evaluating learning, and additional practice problems. The lesson concludes with reflections on its effectiveness.
This document describes a mathematical board game called DAMATH that was invented in the Philippines to teach mathematical concepts. It provides 12 games involving different math topics that can be played using the DAMATH board and game pieces. The document outlines the objectives of the game, provides the rules for setup and gameplay, and includes activity sheets for students that describe each of the 12 math-focused games. It aims to integrate math learning and social interaction through engaging gameplay.
People and Earth's Ecosystem Population Characteristics.pdfTrishaIgnacio4
This document discusses key population characteristics such as population density, natality, and mortality. It defines population density as the number of individuals per unit area or volume, and explains crude density and specific density. Natality is defined as the rate of reproduction or birth per unit time, and the document distinguishes between potential natality under ideal conditions and realized natality under existing environmental conditions. Formulas are provided for calculating population density based on total population size and land area.
An ellipse is a curve in a plane where the sum of the distances to two fixed points (foci) is a constant. The two foci, along with the major and minor axes and vertices, are used to define an ellipse. The standard equation of an ellipse depends on whether the foci lie along the x-axis or y-axis. Key properties including eccentricity and the latus rectum are also described.
This chapter discusses employee benefits and their management. It covers the growth in benefits costs due to laws and taxes. Common benefit programs in the US include social insurance, private group insurance, retirement plans, and family-friendly policies. The chapter also examines strategies for controlling benefits costs, such as healthcare plans, wellness programs, and regulatory compliance. Effective communication with employees about benefits is also discussed.
MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...MercedesTungpalan
This document discusses algebraic expressions and equations. It defines an algebraic expression as a mathematical phrase that uses variables, numerals, and operation symbols. It also explains how to translate real-life verbal expressions and equations into letters or symbols and vice versa by carefully reading context clues to determine the needed information. Finally, it emphasizes the importance of familiarity with words and phrases associated with symbols and operations for accurately translating between verbal and algebraic representations.
This document is an instructional material for mathematics grade 3 published by the Department of Education of the Republic of the Philippines. It was collaboratively developed by educators and contains lessons on multiplication and division of whole numbers up to 3 digits long, including properties of multiplication and division. The material is freely available for public use but prior approval is needed for commercial exploitation.
7. solving two step word problems involving addition and subtraction of whole...Annie Villamer
This document provides examples and steps for solving two-step word problems involving addition and subtraction of whole numbers and money. It includes sample problems such as calculating the number of mangoes left after combining amounts picked and sold. The document also outlines George Polya's four-step approach to problem solving: understand the problem, make a plan, carry out the plan, and look back. Sample problems are then shown being solved using this approach.
Lesson Plan in Math 6 for Demo-Teaching [Division of Integers]Rigino Macunay Jr.
This document contains a lesson plan for teaching division of integers in a Grade 6 mathematics class. The lesson plan outlines the objectives, content standards, learning competencies, teaching resources, values, strategies, procedures and assessment for the lesson. The procedures section describes the introductory activities, presentation of concepts, group activities to practice division of integers in different contexts, and a think-pair-share activity. The assessment includes exercises for students to demonstrate their understanding of dividing integers with the same and different signs.
This document provides a lesson plan for teaching 6th grade students how to add and subtract simple fractions and mixed numbers without regrouping. It includes objectives, instructions, examples, and practice problems. It aims to help students understand how to find the least common denominator of fractions, then add or subtract the numerators and write the answer over the common denominator or as a mixed number. Students are provided examples like adding 3/4 and 1/2, then given practice problems to solve on their own. The lesson plan is designed to help students master the key steps for adding and subtracting similar fractions.
Evaluating Algebraic Expressions - Math 7 Q2W4 LC1Carlo Luna
This document provides instruction on evaluating algebraic expressions. It begins with an opening prayer related to mathematics. It then states the learning competency and objectives which are to evaluate expressions for given variable values and real-life expressions. Various math terms are defined such as constant, variable, term, and exponent. Examples of evaluating multi-step expressions are provided using the order of operations. The document also discusses substituting values for variables and performing operations. Real-life examples on costs are presented for students to evaluate. In closing, key ideas are summarized in notes on algebraic expressions, constants, variables, and the process of evaluating expressions.
Here are the sums for the words in the evaluation:
1) CEBU
C = 11 425
E = 10 324
B = 21 354
U = 11 464
Total = 54 567
2) PASAY
P = 11 621
A = 1
S = 10 467
A = 1
Y = 11 521
Total = 33 611
3) TANAY
T = 10 467
A = 1
N = 21 565
A = 1
Y = 11 521
Total = 43 555
4) RIZAL
R = 10 434
I = 10 341
Z = 24 894
A = 1
This document outlines an action plan for mathematics at Maruhat National High School for the 2019-2020 school year. The plan includes administering pre-tests, quarterly tests, and post-tests to assess student performance; using differentiated instruction techniques to increase performance; conducting drills to reduce the number of non-numerates; organizing a math club; holding a school-based math competition; training student participants for the division math competition; improving teacher competencies through professional development; restructuring the math room and math park; and preparing the plan with input from teachers, administrators, students and stakeholders. The expected outputs are increased student performance, reduced non-numerates, an organized math club, enhanced student skills, well-trained
Lesson guide gr. 3 chapter i -multiplication v1.0EDITHA HONRADEZ
The document provides a lesson guide for teaching elementary school students about changing the order or regrouping in multiplication. It contains several learning objectives, content, experiences and activities to help students understand that changing the order of factors in a multiplication problem does not change the product. The activities include climbing a ladder game, grouping counters in different ways, examining rectangular arrangements, writing multiplication sentences for word problems, and evaluating understanding through completion and grouping exercises. The overall goal is for students to show that regrouping factors makes computation easier and does not affect the product.
The document provides learning targets and examples for applying the order of operations, known as GEMDAS (Grouping, Exponent, Multiplication, Division, Addition, Subtraction), to solve equations with multiple mathematical operations. It gives the steps to solve equations by first performing operations inside grouping symbols, then exponents, then multiplication/division from left to right, and finally addition/subtraction from left to right. Sample problems are worked through as examples.
This document provides information and examples about interpreting the order of operations rule known as GEMDAS and performing multiple mathematical operations. It includes:
- An explanation of the GEMDAS rule - Grouping, Exponents, Multiplication, Division, Addition, Subtraction - and that it establishes the order that operations should be performed.
- Examples of solving expressions step-by-step according to the GEMDAS rule, including working through expressions with grouping symbols, exponents, multiplication, division, addition and subtraction.
- An example problem comparing two students, Irish and Lynard, who got different answers when solving the expression 2 + 4 x 3 - 6 ÷ 2, and identifying which student answered
This lesson plan aims to teach students how to add and subtract dissimilar fractions. The lesson begins with a drill identifying similar and dissimilar fractions. Students will then review adding and subtracting similar fractions. To motivate students, a math video will be played. Next, the teacher will present and discuss how to add and subtract dissimilar fractions through worked examples and a word problem. Students will then practice adding and subtracting dissimilar fractions independently and solve word problems involving dissimilar fractions. Finally, students will be evaluated through additional fraction addition and subtraction questions, as well as word problems, and complete an agreement activity in their math workbook.
The document provides a detailed lesson plan for a 2nd grade mathematics class. The objectives are to teach dividing two-digit numbers by a one-digit number without remainder through examples and practice problems. The lesson includes reviewing concepts, working through word problems as a class, demonstrating the steps to solve problems, and having students complete group activities and a game to practice their skills. The goal is for students to understand and be able to apply the process of dividing multi-digit numbers.
(pt.1) Arts 6 Quarter 1 Module 1 - Logo Design and Cartoon Character Making.pptxCrystelRuiz2
1. The document discusses the history of logo design and things to consider in logo making. It provides lessons on the history of logo design, elements to consider in logo design, and tools used in modern logo design.
2. The history of logos dates back to ancient family crests and hieroglyphs, with early modern logos emerging in the 1900s. Elements like color, shapes, fonts, proportions, and uniqueness are important to consider in logo design.
3. Modern logo design utilizes various tools and technology, as discussed in Lesson 3, allowing for creative expression while meeting the principles and elements of visual art.
This document provides a learner's material on consumer health for third grade students in the Philippines. It was collaboratively developed by educators from various schools and reviewed by the Department of Education. The material encourages teachers and other stakeholders to provide feedback to help improve future editions. It includes 7 lessons to teach students about making healthy consumer choices, consumer rights and responsibilities, and finding reliable sources of health information.
This document discusses several teaching strategies for math: Lecture-Discussion Method, Cooperative and Collaborative Learning, Jigsaw Method, and Think-Pair-Share. It provides details on how each strategy works, including applying the Lecture-Discussion Method with its nine events of instruction, the emphasis of cooperative/collaborative learning, and examples of applying the Jigsaw Method and Think-Pair-Share in a classroom.
This document outlines a math lesson plan for teaching students to convert between units of time such as days, weeks, months, and years. The objectives are for students to understand and apply conversions of time measures and solve related problems. The lesson plan includes reviewing concepts, examples of conversions, group activities with word problems, and a formative assessment to evaluate learning. The reflection section considers students' mastery of the content and the effectiveness of the teaching strategies.
The document discusses differentiating between terminating and non-terminating decimals when doing long division. It provides examples of dividing numbers and identifying the quotients as either terminating, where the division ends in zeros, or non-terminating/repeating, where digits repeat indefinitely. Students are engaged in an activity where they practice differentiating types of decimals. They are assessed by identifying more examples as terminating or non-terminating. The lesson reinforces that a repeating decimal is indicated with a bar over the repeating digits.
Differentiates expression from equation, Translate word phrase to numerical e...April Rose Anin
This document outlines a lesson plan on teaching mathematical expressions and equations to 6th grade students. The objectives are for students to differentiate between expressions and equations, translate word phrases to numerical expressions, and write simple equations. The lesson procedures include a review game, discussion of new concepts like expressions and equations, practice exercises, and a group activity to identify examples. Student understanding is evaluated through practice problems writing expressions and solving equations. The teacher reflects on teaching strategies and seeks help from the principal on any difficulties encountered.
MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...MercedesTungpalan
This document discusses algebraic expressions and equations. It defines an algebraic expression as a mathematical phrase that uses variables, numerals, and operation symbols. It also explains how to translate real-life verbal expressions and equations into letters or symbols and vice versa by carefully reading context clues to determine the needed information. Finally, it emphasizes the importance of familiarity with words and phrases associated with symbols and operations for accurately translating between verbal and algebraic representations.
This document is an instructional material for mathematics grade 3 published by the Department of Education of the Republic of the Philippines. It was collaboratively developed by educators and contains lessons on multiplication and division of whole numbers up to 3 digits long, including properties of multiplication and division. The material is freely available for public use but prior approval is needed for commercial exploitation.
7. solving two step word problems involving addition and subtraction of whole...Annie Villamer
This document provides examples and steps for solving two-step word problems involving addition and subtraction of whole numbers and money. It includes sample problems such as calculating the number of mangoes left after combining amounts picked and sold. The document also outlines George Polya's four-step approach to problem solving: understand the problem, make a plan, carry out the plan, and look back. Sample problems are then shown being solved using this approach.
Lesson Plan in Math 6 for Demo-Teaching [Division of Integers]Rigino Macunay Jr.
This document contains a lesson plan for teaching division of integers in a Grade 6 mathematics class. The lesson plan outlines the objectives, content standards, learning competencies, teaching resources, values, strategies, procedures and assessment for the lesson. The procedures section describes the introductory activities, presentation of concepts, group activities to practice division of integers in different contexts, and a think-pair-share activity. The assessment includes exercises for students to demonstrate their understanding of dividing integers with the same and different signs.
This document provides a lesson plan for teaching 6th grade students how to add and subtract simple fractions and mixed numbers without regrouping. It includes objectives, instructions, examples, and practice problems. It aims to help students understand how to find the least common denominator of fractions, then add or subtract the numerators and write the answer over the common denominator or as a mixed number. Students are provided examples like adding 3/4 and 1/2, then given practice problems to solve on their own. The lesson plan is designed to help students master the key steps for adding and subtracting similar fractions.
Evaluating Algebraic Expressions - Math 7 Q2W4 LC1Carlo Luna
This document provides instruction on evaluating algebraic expressions. It begins with an opening prayer related to mathematics. It then states the learning competency and objectives which are to evaluate expressions for given variable values and real-life expressions. Various math terms are defined such as constant, variable, term, and exponent. Examples of evaluating multi-step expressions are provided using the order of operations. The document also discusses substituting values for variables and performing operations. Real-life examples on costs are presented for students to evaluate. In closing, key ideas are summarized in notes on algebraic expressions, constants, variables, and the process of evaluating expressions.
Here are the sums for the words in the evaluation:
1) CEBU
C = 11 425
E = 10 324
B = 21 354
U = 11 464
Total = 54 567
2) PASAY
P = 11 621
A = 1
S = 10 467
A = 1
Y = 11 521
Total = 33 611
3) TANAY
T = 10 467
A = 1
N = 21 565
A = 1
Y = 11 521
Total = 43 555
4) RIZAL
R = 10 434
I = 10 341
Z = 24 894
A = 1
This document outlines an action plan for mathematics at Maruhat National High School for the 2019-2020 school year. The plan includes administering pre-tests, quarterly tests, and post-tests to assess student performance; using differentiated instruction techniques to increase performance; conducting drills to reduce the number of non-numerates; organizing a math club; holding a school-based math competition; training student participants for the division math competition; improving teacher competencies through professional development; restructuring the math room and math park; and preparing the plan with input from teachers, administrators, students and stakeholders. The expected outputs are increased student performance, reduced non-numerates, an organized math club, enhanced student skills, well-trained
Lesson guide gr. 3 chapter i -multiplication v1.0EDITHA HONRADEZ
The document provides a lesson guide for teaching elementary school students about changing the order or regrouping in multiplication. It contains several learning objectives, content, experiences and activities to help students understand that changing the order of factors in a multiplication problem does not change the product. The activities include climbing a ladder game, grouping counters in different ways, examining rectangular arrangements, writing multiplication sentences for word problems, and evaluating understanding through completion and grouping exercises. The overall goal is for students to show that regrouping factors makes computation easier and does not affect the product.
The document provides learning targets and examples for applying the order of operations, known as GEMDAS (Grouping, Exponent, Multiplication, Division, Addition, Subtraction), to solve equations with multiple mathematical operations. It gives the steps to solve equations by first performing operations inside grouping symbols, then exponents, then multiplication/division from left to right, and finally addition/subtraction from left to right. Sample problems are worked through as examples.
This document provides information and examples about interpreting the order of operations rule known as GEMDAS and performing multiple mathematical operations. It includes:
- An explanation of the GEMDAS rule - Grouping, Exponents, Multiplication, Division, Addition, Subtraction - and that it establishes the order that operations should be performed.
- Examples of solving expressions step-by-step according to the GEMDAS rule, including working through expressions with grouping symbols, exponents, multiplication, division, addition and subtraction.
- An example problem comparing two students, Irish and Lynard, who got different answers when solving the expression 2 + 4 x 3 - 6 ÷ 2, and identifying which student answered
This lesson plan aims to teach students how to add and subtract dissimilar fractions. The lesson begins with a drill identifying similar and dissimilar fractions. Students will then review adding and subtracting similar fractions. To motivate students, a math video will be played. Next, the teacher will present and discuss how to add and subtract dissimilar fractions through worked examples and a word problem. Students will then practice adding and subtracting dissimilar fractions independently and solve word problems involving dissimilar fractions. Finally, students will be evaluated through additional fraction addition and subtraction questions, as well as word problems, and complete an agreement activity in their math workbook.
The document provides a detailed lesson plan for a 2nd grade mathematics class. The objectives are to teach dividing two-digit numbers by a one-digit number without remainder through examples and practice problems. The lesson includes reviewing concepts, working through word problems as a class, demonstrating the steps to solve problems, and having students complete group activities and a game to practice their skills. The goal is for students to understand and be able to apply the process of dividing multi-digit numbers.
(pt.1) Arts 6 Quarter 1 Module 1 - Logo Design and Cartoon Character Making.pptxCrystelRuiz2
1. The document discusses the history of logo design and things to consider in logo making. It provides lessons on the history of logo design, elements to consider in logo design, and tools used in modern logo design.
2. The history of logos dates back to ancient family crests and hieroglyphs, with early modern logos emerging in the 1900s. Elements like color, shapes, fonts, proportions, and uniqueness are important to consider in logo design.
3. Modern logo design utilizes various tools and technology, as discussed in Lesson 3, allowing for creative expression while meeting the principles and elements of visual art.
This document provides a learner's material on consumer health for third grade students in the Philippines. It was collaboratively developed by educators from various schools and reviewed by the Department of Education. The material encourages teachers and other stakeholders to provide feedback to help improve future editions. It includes 7 lessons to teach students about making healthy consumer choices, consumer rights and responsibilities, and finding reliable sources of health information.
This document discusses several teaching strategies for math: Lecture-Discussion Method, Cooperative and Collaborative Learning, Jigsaw Method, and Think-Pair-Share. It provides details on how each strategy works, including applying the Lecture-Discussion Method with its nine events of instruction, the emphasis of cooperative/collaborative learning, and examples of applying the Jigsaw Method and Think-Pair-Share in a classroom.
This document outlines a math lesson plan for teaching students to convert between units of time such as days, weeks, months, and years. The objectives are for students to understand and apply conversions of time measures and solve related problems. The lesson plan includes reviewing concepts, examples of conversions, group activities with word problems, and a formative assessment to evaluate learning. The reflection section considers students' mastery of the content and the effectiveness of the teaching strategies.
The document discusses differentiating between terminating and non-terminating decimals when doing long division. It provides examples of dividing numbers and identifying the quotients as either terminating, where the division ends in zeros, or non-terminating/repeating, where digits repeat indefinitely. Students are engaged in an activity where they practice differentiating types of decimals. They are assessed by identifying more examples as terminating or non-terminating. The lesson reinforces that a repeating decimal is indicated with a bar over the repeating digits.
Differentiates expression from equation, Translate word phrase to numerical e...April Rose Anin
This document outlines a lesson plan on teaching mathematical expressions and equations to 6th grade students. The objectives are for students to differentiate between expressions and equations, translate word phrases to numerical expressions, and write simple equations. The lesson procedures include a review game, discussion of new concepts like expressions and equations, practice exercises, and a group activity to identify examples. Student understanding is evaluated through practice problems writing expressions and solving equations. The teacher reflects on teaching strategies and seeks help from the principal on any difficulties encountered.
MATH 6 PPT Q3 W6 - Real-Life Verbal Expressions And Equations Into Letters Or...LuisSalenga1
This document provides examples for teaching students how to translate phrases and sentences into algebraic expressions and equations. It includes sample phrases and sentences with the corresponding algebraic translations. Students practice translating phrases such as "twelve more than a number" to algebraic expressions like "12+x". The document also provides examples of evaluating algebraic expressions and translating expressions back to verbal phrases.
This document provides information on instructional and learning strategies for mathematics. It discusses using concrete models, representations, and abstract concepts to teach mathematical skills and concepts (CRA instruction). It also recommends using mnemonics and graphic organizers as learning strategies to help students organize and retain mathematical information. The document provides examples of instructional strategies like direct instruction and computer-assisted instruction, as well as learning strategies like study skills and mnemonics. It emphasizes applying these strategies when teaching skills like problem solving, representing problems visually, and self-monitoring.
The document is a daily lesson log from Osmeña National High School in the Philippines. It outlines the objectives, content, procedures, and activities for a 7th grade mathematics lesson on algebraic expressions. The lesson teaches students to translate between verbal phrases and mathematical expressions, identify constants and variables, and evaluate algebraic expressions. Example problems are provided to illustrate key concepts like exponents, addition/subtraction of terms, and substituting values into expressions. The formative assessment asks students to apply these skills by translating phrases, identifying constants/variables, and evaluating expressions with given values.
1. The document provides learning materials for a mathematics lesson on evaluating expressions with two different operations involving exponents and parentheses.
2. Sample word problems and numerical expressions are given to help students practice evaluating expressions with operations like addition, subtraction, multiplication and division within parentheses and with exponents.
3. Students are asked to evaluate expressions, write their own problems, and identify key concepts like the meaning of exponents and bases in mathematical expressions.
The document provides a daily lesson log for a 5th grade mathematics class that focuses on ratios. Over the course of the week, students will:
1) Learn about ratios and how to express them using fractions, decimals, and proportions. Examples used include comparing numbers of circles to squares.
2) Practice skills like writing ratios in different forms using real objects and visual examples from daily life. Ratios compared may involve numbers of students, fruits, or classroom supplies.
3) Apply their understanding of ratios to solve word problems involving costs, quantities for sale, and family demographics to strengthen comprehension of ratios in practical scenarios. Assessment occurs through ratio identification, expression, and application exercises.
This document contains a daily lesson log for a 7th grade mathematics class. The lesson covers algebraic expressions, properties of real numbers, linear equations, and inequalities in one variable. The lesson objectives are to differentiate between equations and inequalities, illustrate linear equations and inequalities, and find solutions to linear equations and inequalities. The lesson content includes differentiating equations and inequalities, linear equations and inequalities in one variable, and solving linear equations and inequalities. Learning resources and procedures are outlined for reviewing concepts, examples, practice, and application. Formative assessments are used to check student understanding.
Unit 6 presentation base ten equality form of a number with trainer notes 7.9.08jcsmathfoundations
The document discusses concepts related to base ten, equality, and forms of numbers. It defines these concepts, examines how students develop an understanding through research on cognitive development, and provides classroom applications and strategies for teaching these concepts effectively. Diagnostic questions are presented to assess student understanding, and examples show how to respond to common student errors or misconceptions in working with numbers.
This document provides an introduction to algebra concepts such as constants, variables, algebraic expressions, and notation. It explains that letters like x, y, and n represent unknown values called variables, while numbers on their own are constants. Algebraic expressions group terms containing variables and constants using addition and subtraction. The equal sign indicates equivalence between expressions. The document uses examples to demonstrate evaluating expressions when values are given for variables.
1. The document is a daily lesson log for a Grade 9 mathematics class covering quadratic equations.
2. It outlines the objectives, content, learning resources and procedures used to teach illustrations of quadratic equations, solving by extracting square roots, and solving by factoring.
3. Examples are provided to demonstrate solving quadratic equations by extracting square roots and factoring. Students will practice solving equations using these methods.
1. The document is a daily lesson log for a Grade 9 mathematics class covering quadratic equations.
2. It outlines the objectives, content, learning resources and procedures used to teach illustrations of quadratic equations, solving by extracting square roots, and solving by factoring.
3. Examples are provided to demonstrate solving quadratic equations by extracting square roots and factoring. Students will practice solving equations using these methods.
This document outlines a lesson plan for teaching students about finding the sum of terms in finite geometric sequences. It includes objectives, content discussion, example problems and solutions, supplementary activities, and assessment questions. The lesson begins with a review game to identify finite vs infinite sequences. Students then learn the formula to calculate the sum and practice with example sequences. Additional individual and group activities reinforce the concept, and real-world applications are provided. The plan concludes with a reflection on student learning outcomes and areas for improvement.
Algebraic Expression Maths Lesson Plan in detailManik Bhola
Steps:
⇒ General Aids
⇒ Specific Aids
⇒ General Objectives
⇒ Entry Behavior Assumed
⇒ Expected Behavior Outcomes
⇒ Entry Behavior Testing
⇒ Announcement of the topic
⇒ Presentation
⇒ Understanding Level Testing
⇒ Real learning Outcomes
⇒ Homework
This lesson introduces students to the relationship between addition and subtraction using tape diagrams and algebraic expressions. Students represent addition and subtraction expressions using tape diagrams with squares and explore how adding and then subtracting the same number results in the original amount. They realize this is true regardless of the specific numbers used. Students then write number sentences with variables to represent these identities, like w + x - x = w. The lesson aims to build students' understanding that identities will be true for any numbers substituted into the variables.
The lesson plan summarizes adding integers using color counters and real-world examples. It outlines the objectives, content, learning resources, procedures and activities for the lesson. The teacher will review integers, demonstrate adding integers using color counters, and discuss real-life applications. Students will participate in group activities practicing adding integers, including representing expressions with color counters and developing examples and slogans about adding polynomials. Connections will be made across subjects such as science, technology, economics and health protocols.
DLL Math Grade7 Quarter2 Week5 (Palawan Division).docxTom Quilloy
This document is a daily lesson log for a 7th grade mathematics class. It outlines the objectives, content, learning resources, procedures, and reflection for lessons on multiplying and dividing polynomials over the course of a week. The objectives are for students to multiply monomials using laws of exponents, multiply polynomials using the distributive property and FOIL method, and divide polynomials by monomials and binomials. The content covers patterns and algebra, including algebraic expressions/equations. Learning resources listed include textbooks and materials. The procedures provide examples and practice problems for students to multiply and divide polynomials. The reflection section evaluates student learning and identifies strategies for remediation.
This document provides instruction on solving various types of linear equations, including single-variable, multi-step, and word problems. It begins with examples of solving single-variable equations by isolating the variable. It then discusses using properties of equality like distribution and combining like terms to solve more complex multi-step equations. The document notes that equations can have one solution, infinitely many solutions (an identity), or no solution depending on whether the resulting expressions are equal. It provides step-by-step worked examples of solving different types of equations. Common Core standards for linear equations are also listed.
(7) Lesson 5.1 - Solve Equations with Rational Coefficientswzuri
Here is a possible real-world problem with variables:
Let's say I want to calculate how much it will cost to paint my bedroom. I will define:
c = cost per gallon of paint
g = number of gallons of paint needed
Then the expression for the total cost of painting my bedroom (C) would be:
C = c * g
Where c is the cost per gallon of paint (which I don't know yet and need to find out), and g is the number of gallons of paint I will need based on the size of my bedroom (which I also need to calculate).
This expression uses variables c and g to represent real values in a real-world
Ajanta Paintings: Study as a Source of HistoryVirag Sontakke
This Presentation is prepared for Graduate Students. A presentation that provides basic information about the topic. Students should seek further information from the recommended books and articles. This presentation is only for students and purely for academic purposes. I took/copied the pictures/maps included in the presentation are from the internet. The presenter is thankful to them and herewith courtesy is given to all. This presentation is only for academic purposes.
Form View Attributes in Odoo 18 - Odoo SlidesCeline George
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In this slide, we’ll explore the steps to set up and manage Public Holidays and Mandatory Days in Odoo 18 effectively. Managing Public Holidays and Mandatory Days is essential for maintaining an organized and compliant work schedule in any organization.
Rock Art As a Source of Ancient Indian HistoryVirag Sontakke
This Presentation is prepared for Graduate Students. A presentation that provides basic information about the topic. Students should seek further information from the recommended books and articles. This presentation is only for students and purely for academic purposes. I took/copied the pictures/maps included in the presentation are from the internet. The presenter is thankful to them and herewith courtesy is given to all. This presentation is only for academic purposes.
How to Create Kanban View in Odoo 18 - Odoo SlidesCeline George
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Chemotherapy of Malignancy -Anticancer.pptxMayuri Chavan
Ad
Translations of real-verbal expressions into letters or symbols and vice versa.
1. PRACTICE TEACHING LESSON
MATHEMATICS VI
EXPLICIT TEACHING
December 11 , 2017
(Control Group)
OBJECTIVES CONTENT
LEARNING
RESOURCES
PROCEDURE REMARKS REFLECTION
A. CONTENT
STANDARDS
Demonstrates
understanding of
sequence in
forming a rule,
expression and
equation.
B. PERFORMANCE
STANDARDS
Apply knowledge
of sequence,
expressions and
equations.
C. LEARNING
COMPETENCIES
Gives translations of
real-verbal expressions
into letters or symbols
and vice versa.
PATTERNS AND
ALGEBRA
* Giving
translations of real-
verbal expressions
into letters or
symbols and vice
versa.
A. Referrences:
1. Teacher’s
Guide pp.
21st Century
Mathletes pp.
77-81
CG Math 6
LG Math 6
2. Learner’s
Material pp.
21st
century
Mathletes pp.
200-209
3. Textbook pp.
Math for
life
pp.233-
237
4. Additional
Materials
From
Learning
Resources
(LR) Portal
A. Reviewing previous lesson or presenting the
newlesson:
1. Having a drill on giving terms or phrases
that refer to addition, subtraction,
multiplication and division.
a) The teacher will show a flash cards to the
students. In the flash cards there are written
mathematical terms and they are going to
answer if it denotes to addition, subtraction,
multiplication and division.
2. Conducting a reviewon determining an
equation and expression.
Direction:determine if the given example is
an equation or an expression.
1. 23-(5x4)
2. 36-6=15+15
3. 10+10=20
4. 55-8(2+)
B. Establishing a purpose for a lesson:
1. Have a guessing game.
The pupils must guess the riddle. In order to
guess the riddle they must translate the word
phrases to algebraic expressions and
equations. The answer has a corresponding
letter to fill in the boxes.
A. Number of
learners who
earned 80% in
the evaluation.
B. No. of
learners who
require
additional
activities for
remediation.
C. Did the
remedial
lessons
work? No. of
learners who
have caught
up with the
lessons.
D. No. of
learners who
continue to
have
remediation.
E. Which of my
teaching
strategies
2. 5. Other
Learning
Resources
Indoor and outdoor
real objects,
pictures, videos,
laptop, TV, Charts
Riddle : I am an even number. I have fluffy and I
have no end.
1. thirty diminished by ten (E – 30-10)
2. twelve plus thirty six (I – 12+36)
3. Four friends share a box of pens. Each receives 3
pens. Solve to find out the equation.
(G – 4x3=12)
4. The product of three and two will result to six.
(H- 3x2= 6)
5. The sum of twenty and five. (T – 20+5)
C. Presenting the problem opener
Sam’s family bought 5 tickets for P150 each and
used 3 coupons for P100 each.
Write an expression to this problem?
(5 x 150) – (3 x 100)
Five for 150 each = 5 x 150
Used = subtract or diminished
3 coupons for P100 each = (3 x 100)
worked well?
Why did this
work?
F. What
difficulties
did I
encounter
which my
principal or
supervisor
can help me
solve?
G. What
innovation or
localized
materials did
I use to
discover
which I wish
to share with
other
teachers?
D. Discussing newconcepts and practicing new
skills
1. Translating Word Phrases into Expressions.
Symbol Key Words or Phrases
+
Addition, plus, the sum, more than,
added to, increased by, the total of
-
Subtraction, minus, the difference of,
less than, decreased by, diminished by,
subtracted from, less
x, (),
Multiplication, times, the product of
twice, multiplied by, of
3. ÷, ,
/
Division, divided by, the quotient of,
the ratio of
=
Is equal to, equals, is, is the same as,
result is , yields
Translate:
1. Four increased by two
Ans: 2+4
Ask: Aside from increased what other terms can we
used to represent addition?
b. four increased by two is equal to six.
Ans. 2+4=6
Ask: Who can rephrase the word phrase?
2. The product of twenty and four
20x4
Ask: Aside from increased what other terms can we
used to represent multiplication?
b. The product of twenty and four is eighty
20x4=80
Ask: Who can rephrase the word phrase?
Examples:
1. Six more than four times eight
Ans. (4x8)+6
2. The sum of a seven and five is twelve.
4. Ans. 7+5=12
3. Twice the sum of 8 and two is 20.
Ans. 2(8+2) = 20.
2. Independent Practice
Say: Translate the following to expressions and
equation.
1. five times three decreased by 25
Ans. (5x3)-25
2. the quotient of twelve and three
Ans. 12÷3
3. twenty decreased by nine is equal to eleven
Ans. 20-9=11
E. Finding practical applications of concepts in
daily living.
Form three groups.
Translate this expression into word phrase.
(3 +2)-4 = 1
F. Generalization
How can you translate real-verbal expressions into
letters or symbols?
G. Evaluating Learning
I. Direction: Translate the following.
1. fifty less than two
2. twenty divided by four is equal to five.
3. a one hundred decreased by fifty is fifty.
5. Prepared and Demonstrated by:APRIL ROSE ANIN, Student Teacher
Checked by:
EMILYN D. ESCAMILLA – T – III
Cooperating Teacher
Translate to word phrase.
4. (3x2)+4=10
5. 8 – 4
H. Additional activities for application.
Translate:
A number decreased by 2 is equal to twenty two.
What is the number?