Maths and literacy Phil and Alana May 2011. Hypothesis: It is useful for students in mathematics to know about Text features and purposes of texts Vocabulary.

Slides:



Advertisements
Similar presentations
Al-Khwarizmi The founder of Algebra.
Advertisements

Simplify Radical Expressions
Start with your equation Move the # term to the other side, and leave a space Determine what HALF of the coefficient of X is Factor the left side Write.
Unit 1: Language & Notation of Algebra. What is a variable? – a letter that represents a # (value) What is a constant? – A value (#) that does not change.
4n + 6 A number increased by six times four A number plus six
Year 5 Objectives: Number
Solving Linear Equations Rule 7 ‑ 1: We can perform any mathematical operation on one side of an equation, provided we perform the same operation on the.
Complex Numbers Section 2.1. Objectives Rewrite the square root of a negative number as a complex number. Write the complex conjugate of a complex number.
Equalities Inequalities < Is less than = Equals- Is the same as
Literacy in the mathematics classroom Aaron Wilson SLP February 2011.
SQUARE ROOT METHOD. Simplify Radicals A. Single Ex.
Table of Contents Solving Quadratic Equations – Completing the Square It is assumed you have already watched the slideshow demonstrating how to complete.
Transparency 8 Click the mouse button or press the Space Bar to display the answers.
Ch 2.1 Translating Equations
Chapter 11 – Introduction to Algebra (Part II)
1.3 Complex Number System.
Horrington Primary School
Adding and Subtracting Real Numbers
Solving One Step Equations and Inequalities Math 7/8.
Expressions Objective: EE.01 I can write and evaluate numerical expressions involving whole number exponents.
Transparency 8 Click the mouse button or press the Space Bar to display the answers.
Problem Solving Using Equations. Math word problems can, in most instances, be translated in math equations and quickly solved. The language of math is.
Algebra 1 Chapter 1.
I am greater than my square. The sum of numerator and denominator is 5 What fraction am I?
Equations with Fractions, Translating & Word Problems Formulas Chapter 6 Sections & 6.8.
If you add four and six,you get ten. MATHEMATICAL OPERATIONS (Dört Islem ) Four plus six equals ten.
7 A&F 1.1 OBJECTIVE Use variables & operations to write an expression We LOVE Mathematical Language!!!
Writing Expressions and Equations. Key Vocabulary Expression – a math sentence without equal signs Equation – a math sentence with equal signs Variable.
4.6 Perform Operations With Complex Numbers. Vocabulary: Imaginary unit “i”: defined as i = √-1 : i 2 = -1 Imaginary unit is used to solve problems that.
Completing the Square and Vertex Form of a Quadratic
Notes Over 1.5 Write the phrase as a variable expression. Let x represent the number. 1. The sum of 1 and a number sum add switch 2. 4 less than a number.
Rational/Dis tribution Divide Factoring Solving Vocab
Macmillan IELTS Improving students' answers in IELTS Writing Task 1 Sam McCarter.
+1 or.
PERFECT SQUARE TRINOMIALS
Quick Crisp Review Complex Numbers Conjugates What happens when you multiply conjugates?
Unit 2 Expressions and Equations Combine like terms.
Algebraic Expressions and Terms. Expressions You are familiar with the following type of numerical expressions: (12) 6 (3 + 2) (6)
Complex Numbers n Understand complex numbers n Simplify complex number expressions.
6.6 – Complex Numbers Complex Number System: This system of numbers consists of the set of real numbers and the set of imaginary numbers. Imaginary Unit:
Objective: Translate verbal phrases to number form. Key phrases : Addition: The sum of five and a number 5 + x Six more than a number x + 6 A number plus.
Graphing Rational Functions Day 3. Graph with 2 Vertical Asymptotes Step 1Factor:
Algebraic Expressions and Terms By Aziz Elmrini By Aziz Elmrini.
1.3 Algebraic Expressions and Terms
Math Club Presentation. By : Se Jin An Se Jin An4B.
Drill #51 Factor each polynomial using the GCF:. Drill #52 Factor each polynomial :
Operations With Radical Expressions
Compare and Contrast equations and expressions using vocabulary
End of year expectations
Parts of an Expression.
numerical coefficient
Solving Polynomial Functions
Radicals.
3.4 Notes Irrational Numbers.
Examples of Multiplying Radicals
Review of Basic Algebra Skills
SHAPE & SPACE Squares & Square Roots.
Writing Expressions and Equations
How can you use simple equations to solve real life problems?
9/18/2017 – Pop Quiz Question 1) 2x+4≥ 24 Solve for x Graph Question 2
Unit 2 Expressions and Equations
Complex Numbers Using Complex Conjugates in dividing complex numbers and factoring quadratics -- Week 15 11/19.
Unit 2 Expressions and Equations
Algebraic Expressions and Substitutions
Math CRCT Review By Mrs. Salgado Pine Ridge Elementary.
Solve Radical Equations and Inequalities
Unit 1: Hands on Equations
Addition Subtraction Multiplication Division
Vocabulary Algebraic expression Equation Variable
Equations and Exponents
Presentation transcript:

Maths and literacy Phil and Alana May 2011

Hypothesis: It is useful for students in mathematics to know about Text features and purposes of texts Vocabulary and strategies for solving unfamiliar vocabulary Strategies for abstracting mathematics from word problems with unfamiliar contexts Strategies for students to translate complex word-based problems into other forms (e.g. linguistically simple; diagrams; tables)

Challenging aspects of vocabulary in mathematics Lots of complex new technical mathematics vocabulary e.g. ‘inverse’, ‘binomial’, ‘coefficient’ and ‘denominator’. A wide number of synonymous words and phrases e.g. ‘add, ‘plus’, combine’, ‘sum’, ‘more than’ and ‘increase by’ are all synonymous terms related to addition. Terms that are challenging in isolation are commonly part of more complex strings of words or phrases e.g. ‘least common denominator’.

Challenging aspects of vocabulary in mathematics. Terms that are familiar from everyday contexts but which have a very different meaning in a mathematics context. E.g. ‘square’, ‘rational’, ‘volume’ and ‘equality’. Use of symbols and mathematical notation as ‘vocabulary’ e.g. =,, ( ) Similar terms but with different functions e.g. ‘less’ vs ‘less than’, the ‘square’ vs ‘square root’, ‘multiply’ vs ‘multiply by’

Prepositions Prepositions locate nouns, noun groups, and phrases in time, space or circumstance e.g. The temperature fell to 10 degrees The temperature fell by 10 degrees The temperature fell from 10 degrees The temperature fell 10 degrees

Prepositions contd. Four into nine equals... Four divided by nine… Two multiplied by three… Four exceeds three by … Ten over twenty equals… His pay rate increased from…. to…

RAP Read the problem carefully. Ask 3 questions: 1.“ What do we have to find out?” 2.“What do we know?” 3.“ How will we do it?” Paraphrase – put it in your own words and solve the problem Based on research reported by Mastropieri, Scruggs,& Graetz, (2003)