Chapter 1 Section 1 Evaluate expressions

Slides:



Advertisements
Similar presentations
Exponents Powers – Are #’s expressed using exponents. Exponents – Indicates how many times the base is used as a factor. Ex) 3 x 3 x 3 x 3 = x 7.
Advertisements

and $7.25 for refreshments. Find the total cost. MOVIES
Algebra 1c 1-3 Exponential Notation Objective (things to learn): How to solve problems containing exponents. First we will start off with learning the.
Algebra: Variables and Expressions variable A variable is a letter or symbol that represents an unknown quantity (a number). ALGEBRA. The branch of mathematics.
Section 1-5 Algebra: Variables and Expressions. Vocabulary Algebra: Is a language of symbols, including variables Variable: Is a symbol, usually a letter,
VARIABLES AND EXPRESSIONS NUMERICAL EXPRESSION A NAME FOR A NUMBER VARIABLE OR ALGEBRAIC EXPRESSION AN EXPRESSION THAT CONTAINS AT LEAST ONE VARIABLE.
Do Now 9/7/10 Copy HW in your planner.  Text p. 5-7, #4-52 multiples of 4 In your journal, answer the following question. How do you evaluate algebraic.
1.1 Lesson – Evaluating Algebraic Expressions
Other Types of Equations
Algebra I 1.1 Evaluate Expressions. Question: How do you evaluate algebraic expressions and powers? Answer: By substituting numbers in for the variable.
1-1 Variables and Expressions Algebra One CP2 Chapter 1.
1.2.1 – Algebraic Expressions, PEMDAS. You are familiar with equations…right? Algebraic expressions are similar, but no equal signs (not solving for anything)
Chapter 1 Expressions, Equations, and Functions Prerequisite Skills Page xxii (page before 1)
1.1 Evaluate Expressions You will evaluate algebraic expressions and use exponents Essential Question: How do you evaluate algebraic expressions and powers?
Chapter 1: The Language of Algebra You will learn: To use variables to represent unknown quantities Words to Learn: Variables: letters used to ______________.
Class Starter pg. 5. Vocabulary Variable Algebraic expression Numerical expression.
Evaluating Algebraic Equations
EXPRESSIONS. Vocabulary A variable is a symbol, usually a letter, used to represent a number. –Example: 4x (x is the variable) A coefficient is the number.
Today – Thursday, September 5, 2012  Warm Up: Complete the table  Learning Goal: You will evaluate algebraic expressions and use exponents  Independent.
Algebra Vocabulary Vocabulary book. Variable Coefficient Term Constant Numerical Expression Algebraic Expression Equation Inequality Base Exponent.
ADDITION AND SUBTRACTION OF POLYNOMIALS CHAPTER 4 SECTION 4 MTH Algebra.
Chapter 1 Review. Vocabulary Variable: a letter that is used to represent a range of numbers.
Chapter 1: Variables in Algebra
1.3 Algebraic Expressions Goals: ~Evaluate algebraic expressions ~Simplify algebraic expressions.
Substituting into expressions.
Evaluating Expressions
Warm Up Evaluate Expression.
EXAMPLE 2 Evaluate an expression Movies The total cost of seeing a movie at a theater can be represented by the expression a + r where a is the cost (in.
Chapter 1: Variables, Function Patterns, and Graphs 1.1 Using Variables.
1.1 Variables and Expressions In the algebraic expression 4s, the letter s is called a variable. In algebra, variables are symbols used to represent unspecified.
Chapter 1: Real Numbers and Equations Section 1.3: Variables and Expressions.
1.1 Evaluate Expressions Objective: To be able to evaluate algebraic expressions and use exponents
Variables and Like Terms Section Variables  A variable holds a place for a number.  Any letter can be used.  x+6  3-7y  2t-3s+6r 2.
 Students will be able to use the order of operations to evaluate expressions Focus Question How is evaluating an algebraic expression different form.
6) x + 2y = 2 x – 4y = 14.
Basic Expressions Review
Evaluating Algebraic Expressions
Tools for Algebra Vocabulary
Algebra 1 Section 2.3 Subtract real numbers
Exponents and Scientific Notation
Section 2 – Solving Systems of Equations in Three Variables
L1-6 Notes: Algebra: Variables and Expressions
Algebraic Expressions and Substitutions
Chapter 1-1 Variables and expressions
Evaluate Expressions and use exponents
March 1, Math 201 OBJECTIVE: Students will be able to use substitution to evaluate algebraic expressions, including exponents of one, two, or.
Reviewing Chapter 1 (Part 1)
Evaluate Expressions Warm Up Lesson Presentation Lesson Quiz.
Algebra: Variables and Expressions
7-1 Zero and Negative Exponents
9.1 Powers and Exponents Objective: students will lear what powers are and how to write them. They will also apply order of operations and evaluate them.
Chapter 1 Section 3.
Order of Operations Chapter 1 Section 1.1.
Section 8.2 Part 2 Solving Systems by Substitution
MS Algebra A-SSE.1a – Ch. 1.1 Interpret Algebraic Expressions
Objective Translate verbal sentences into equations and inequalities.
Algebraic Expression A number sentence without an equal sign. It will have at least two terms and one operations.
Algebra Substitution a = 3 ; b = 4 and c = -1 2a + c b2 – a2 2b2
Algebra: Variables and Expressions
1.2 variables and expressions
To Start – 10 Points!! Simplify the following:
Learn to identify and evaluate expressions.
Evaluating Algebraic Expressions.
Translating Words into Symbols
– 3.4 ANSWER 3.5 ANSWER 1.17.
Chapter 1 – Sections 1, 2 and 3 Writing algebraic expressions
To Start: 15 Points Evaluate: * 6 – 2 3(6 +2) – 2 3{6 +(3 * 4)}
3.5 Variables and Expressions
Evaluating an expression with two variable
Evaluating an expression with one variable
Presentation transcript:

Chapter 1 Section 1 Evaluate expressions Objective: Students will evaluate algebraic expressions and use exponents. Standard: A.SSE.1 & A.SSE.2

Evaluate Expressions Variable: letter used to represent one or more numbers, ex 3 + x Algebraic expressions: Expression that includes at least one variable, does NOT have an equal sign, ex 3 + x

Evaluate the expression when x = 3 Step 1: Substitute 3 for x 1. 3x = 3 • 3 = 9 2. 6.2 - x = Step 1: Substitute 3 for x 6.2 - 3 = 6.2 - 3.0 3.2

Word Problems 3. The total cost of seeing a movie at a theater can be represented by the expression a + r where a is the cost (in dollars) of admission and r is the cost (in dollars) of refreshments. Suppose you pay $7.50 for admission and $7.25 for refreshments. Find the total cost. Total cost = a + r Write expression. Substitute 7.50 for a and 7.25 for r. Total cost = 7.50 + 7.25 = $14.75

{ 43 = 4 * 4 * 4 Powers exponent base power Product Words Power 4. 95 4. 95 5. n4 Nine to the fifth power 9 ·9 ·9 ·9 ·9 One third to the third power

Evaluate the expression: Step 1: Substitute 4 for x 6. 43 = 4 * 4 * 4 = 64 7. Step 1: Substitute ½ for z (½)4 = ½ * ½ * ½ *½ = 1/16

1.1 HW: Pg. 5-6 1, 3 - 14, 16, 20, 21, 30 - 37, 38 - 40, 44, 45, 46, 48 - 51