Objective: SWBAT… Graph compound inequalities Sam is 9 years old. This is seven years younger than her sister Rose's age. What is Rose’s age? Create an.

Slides:



Advertisements
Similar presentations
2-1 Writing Equations Goals: Translate sentences into equations
Advertisements

1.3 Solving Equations 1.5 Solving Inequalities
Verbal Expressions for =
Solving Equations CCSM:  A-REI. 1 EXPLAIN each step in SOLVING a simple equation as following from the equality of numbers asserted at the previous.
Objective - To translate English words, phrases, and sentences into mathematical symbols, expressions, and equations respectively. _ + plus minus times.
Equalities Inequalities < Is less than = Equals- Is the same as
Translating Word Phrases into Algebraic Expressions or Equations
Chapter 5 Expressions (part 3)
Understanding Algebra Word Problems
Ch 2.1 Translating Equations
Writing Expressions and Equations
Writing Expressions and Equations
Writing Equations. Turning Words into Equations  Similar to turning words into expressions  The word is tells you where your equal sign goes Write each.
Our Lesson Inequalities with Add and Subtract. Confidential2 1)Seven roses less than Kiran y – 7 2)Half as many Oranges as last year ½ m 3)One more than.
Chapter 1-1: Variables and Expressions. Example 1 Write Algebraic Expressions Write an algebraic expression for each verbal expression. ◦a number k minus.
College Algebra Equation Word Problems Day One. Do Now Solve the following problems for “x”
Algebra 3.2 Solving Equations Using Multiplication and Division.
It’s Expression Time!! Making Algebraic and Verbal Expressions EASIER to Understand.
Name:________________________________________________________________________________Date:_____/_____/__________ BRAIN BLITZ/ Warm-UP Quiz Day!! Circle.
Our Lesson Inequalities with Add and Subtract. Confidential2 1)Seven roses less than Kiran 2)Half as many Oranges as last year 3)One more than a number.
2.1 – Writing Equations. The Language of Mathematics 2.1 – Writing Equations.
Verbal Phrases.  Students will be able to translate verbal phrases into Algebra.
6.3.5 Translating words to algebraic expression. Algebraic Expressions Expressions that contain at least one variable PROBLEM: Twice a number decreased.
7 A&F 1.1 OBJECTIVE Use variables & operations to write an expression We LOVE Mathematical Language!!!
Chapter 1 Section 3 Solving Equations. Verbal Expressions to Algebraic Expressions Example 1: Write an algebraic expression to represent each variable.
2-1A Writing Equations Algebra 1 Glencoe McGraw-HillLinda Stamper.
Verbal Phrases Students will be able to: Translate verbal phrases into algebraic expressions, equations and inequalities. State Standards PDE Math Standard.
Page Verbal and Algebraic Expressions/Equations.
1.3 Solving Equations Translating words in to math and Solving equations.
Writing Algebraic Expressions. Word phrases can be written as algebraic expressions. Use the words to determine what operation you are using. Use a variable.
Lesson 3-6 Pages Writing Two-Step Equations Lesson Check 3-5.
Drill # 18 Write an algebraic expression for the following verbal expressions: 1. Five greater than half a number. 2. The product of seven and s divided.
ALGEBRA - Translating MATH 7 INTRODUCTION Topics to be covered today: Algebraic Expressions Words that mean operations Translating Verbal Expressions.
1. x + 19 = 123. x – 32 = x = Algebra 1 Notes Sections covered today: 3.1 – Translating 3.2 – Solving simple Add/Subtract Equations 3.3 –
Translating Algebraic and Verbal Expressions. Warm Up Answer the following problems 1.(5+2-6) - (1-5+12) + (6-3+11)= 2.2(5-3) 2 + (15÷3x2) - (5+2 x 1-4)=
Today’s Lesson: What: translating algebraic sentences Why: To translate algebraic sentences (expressions and equations) between verbal form and algebraic.
Translating Word Phrases to Expressions
THE PRODUCT OF TIMES MULTIPLIED BY TWICE (times 2) MULTIPLICATION REVIEW OF SOLVING EQUATIONS Verbal expressions.
Verbal Expressions for =
Kristina L. Anderson March 28, Objective… VA SOL A.2 - The student will represent verbal quantitative situations algebraically and evaluate these.
A.A.1: Translate a quantitative
Interpreting Graphs Interpreting Graphs Inequalities Simplifying Verbal Expressions Slope
Chapter 1: Variables, Function Patterns, and Graphs 1.1 Using Variables.
Objective The student will be able to: translate verbal expressions into math expressions and vice versa.
$100 $200 $300 $400 $100 $200 $300 $400 $300 $200 $100 Writing variable equations Find variables in addition equations Find variables in subtraction.
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.
Lesson 5.1/5.2 – Writing Expressions and Equations Write this TITLE down on your notes!!! 5.1 /5.2 Writing Expressions and Equations.
Lesson 1.1 Expressions and Variables OBJ: To translate verbal phrases into expressions.
Lesson 2.1: Writing Equations Algebra 1 CP Mrs. Mongold.
Algebra 1 EOC Summer School Lesson 10: Solve Linear Equations and Inequalities.
Do Now Solve the equation. Underline key words. Why did you solve the problem the way you did? Mr. Waffle is a circus clown. He starts the day with sixty-four.
The learner will model relationships with variables, equations, and formulas.
___________________________________________________ _______ Algebra 1 – Solving Equations - Math is Hip ™ Prerequisite Skills Needed: - Basic Addition.
Bell Ringer #1 Complete the following questions in your notebook.
An algebraic expression is a mathematical sentence that doesn't have an equal sign. We can use math terminology to translate verbal expressions into algebraic.
2-1 Writing Equations Goals: Translate sentences into equations
Expressions and Equations
ALGEBRA VOCABULARY.
Notes Over 1.5 Write the verbal phrase as an algebraic expression.
Pre-Algebra Chapter 7 Review
2.1 – Writing Equations.
1-1: Writing Expressions and Equations
Writing Expressions and Equations
Section 5.1 Solving inequalities
SECTION 1-1 : VARIABLES and EXPRESSIONS
Applications of Algebra
Write verbal phrases and sentences as simple as algebraic expressions.
Algebraic expression to verbal statement two terms
Unit 2 – Section 6 “Solving Inequalities
Vocabulary Algebraic expression Equation Variable
Presentation transcript:

Objective: SWBAT… Graph compound inequalities Sam is 9 years old. This is seven years younger than her sister Rose's age. What is Rose’s age? Create an equation from this verbal scenario to calculate the unknown, Rose’s age. Solve the equation. Homework: Textbook Review: P81-84 Do: p : 50, 51, 54, 75 5 minutes 4 minutes 3 minutes 2 minutes 1 minute 30 seconds TIMES UP!!!

Expressions and Equations Homework: Textbook Review: P81-84 Do: p : 50, 51, 54, 75

Expressions are: General little statements that DO NOT have an equals sign! 2x – 4 2m³ + 5m Seven less than half a number squared Twice the difference of a number and five

Equations are: Any statement that DOES have an equals sign (or equivalent): 4n + 7 = 11 ½ b – 2 = 3 Twice a number increased by four is ten The difference of a number and two is five

What you will be doing today: Writing verbal expressions and equations from algebraic forms Writing algebraic expressions and equations from verbal forms

What does THAT mean? It means you will take an expression like 3x – 5, and write it as: “the difference of three times a number and five” or maybe “ five less than three times a number”

Or maybe…… If you are given the verbal sentence, you will write it as an algebra equation or expression: “half of a number increased by three is twelve” would be written as : ½ x + 3 = 12

What will you need to know to be able to do this?  Words for addition, such as “more than” or “increased by”  Words for subtraction, such as “less than” or “decreased by”  Words for multiplying or dividing, such as “product of” or “quotient”  Words for powers of numbers, like “squared” or “cubed”  Words for where the equals sign goes, like ‘is” or “is equal to” or “is the same as”

Warning!! Do not use the words “plus” or “minus” or “equals” if at all possible !!

Your turn: How would you write 4n + 3 as a verbal expression? (you can discuss out loud with someone next to you)

Now try this one: Can you write the following in algebraic form? “3 less than a number cubed is the same as five”

Which ones are correct for 2m – 7:  Twice a number less than seven  Seven decreased by twice a number  Seven less than twice a number  Twice a number decreased by seven

3m² + 2 = 14 would be written:  Two more than 3 times a number squared is fourteen  Three m’s squared plus two equals fourteen  Three times a number squared increased by two is the same as fourteen

Your Homework: Homework: Textbook Review: P81-84 Do: p : 50, 51, 54, 75