Algebra. PDN  Complete your note card as shown:

Slides:



Advertisements
Similar presentations
Objectives Solve exponential and logarithmic equations and equalities.
Advertisements

EPISD 9 th Grade TEKS Tech Cards [ TEKS 8.14C : 2004 #48 ] STUDENT EXPECTATION Select or develop an appropriate problem-solving strategy from a variety.
MACC.912.A-CED.1.1 Create equations and inequalities in one variable and use them to solve problems. Include equations arising from linear and quadratic.
Chapter 1 The Art of Problem Solving © 2008 Pearson Addison-Wesley. All rights reserved.
Basic Arithmetic Skills Workshop Accompanied by a Study Packet.
Welcome to MATH 302A Please find the index card with your name on it and sit there. On the other side of the index card, write: Name as you wish to be.
Week 2--Glad you came back! Please take out your homework. Staple it if necessary. Your homework and exploration should be turned in separately. Make sure.
Chapter 1 The Art of Problem Solving © 2007 Pearson Addison-Wesley.
Exploration 1.1 With 24 people in class, including yourself, if each person shakes hands with every person, how many handshakes will there be?
COMPASS Algebra Practice Test D
Lesson 7.11 One Dollar.
Steps to Solving EquationsProjector Resources Steps to Solving Equations Projector Resources.
SASE Contextualised group work – teaching a broader mathematics curriculum to first year science students: Case study – Problem solving Jo-ann Larkins.
Math 302A section 5 Spring, 2009 Instructor: Laurie Varecka.
Welcome to Math 302A Chris Mikel
Solving Equations. Equations contain an equal sign (or inequality) and at least one variable.
 Attendance5 min  Week 2 information updates2 min  $15 class fee, room parent  Quick review of assessment2 min  Grading policy  Test taking strategies6.
An Introduction to Problem solving
Solving Equations. Equations contain an equal sign (or inequality) and at least one variable.
EXAMPLE 1 Write an equation of a circle Write the equation of the circle shown. The radius is 3 and the center is at the origin. x 2 + y 2 = r 2 x 2 +
Section 1.3 Problem Solving 1. Steps to world problem solving process 1.Understand the Problem 2.Devise a plan 3.Carry out the plan 4.Look back 5.MAKE.
Solving Systems of Equations: Elimination Method.
How Many Valentines?.
4 Steps to Problem Solving.. UNDERSTANDING THE PROBLEM Can you state the problem in your own words? What are you trying to find or do? What are the unknowns?
Mathematical Problem Solving Math 6320 Summer 2006.
Problem Solving Year 7 Mathematics.
Number Sense Standards Measurement and Geometry Statistics, Data Analysis and Probability CST Math 6 Released Questions Algebra and Functions 0 Questions.
X = 11 X 2 = 9 X = 3 Check: X = 3 x 3 +2 = 11 We can solve this equation by:
Chapter An Introduction to Problem Solving 1 1 Copyright © 2013, 2010, and 2007, Pearson Education, Inc.
Problem SOLVED!. Essential Question How are problems solved?
Problem Solving Strategies EDU 412/413 Special Thanks to: Matthieu Petit.
Solving Compound Inequalities. Compound Inequality – two inequalities connected by and or or.
1.3 Problem Solving p.22. Polya’s 4 Steps in Problem Solving 1.Understand the problem. a. Read the problem several times. b. Write down what you know.
Problem Solving. What is Problem Solving???? Well you could find several definitions of problem solving, but we only have to concentrate in the fact that.
Lesson 1-1 Pages 6-10 The “Four-Step Problem Solving Plan”. 1. Explore (Read) 2. Plan (Decide) 3. Solve (Do) 4. Examine (Check) Lesson Check 1-0.
Lesson 1-1 Pages 6-8 The “Four-Step Plan”. 1. Explore (Read) 2. Plan (Decide) 3. Solve (Do) 4. Examine (Check) Lesson Check 1-0.
Thinking Mathematically
1.Understand the problem. 2.Develop a plan. 3.Carry out the plan. 4.Look back.
Teaching Through Problem Solving
2-9 Problem Solving Objective: To explore problem situations, and to translate verbal sentences and problems into equations or formulas and vice versa.
Lesson 21 Objective: Solve two step word problems involving all four operations and assess the reasonableness of answers.
Ms. Young Slide 2-1 Unit 2C Problem-Solving Guidelines and Hints.
Welcome Back to Math January 25, 2016 Today you will need:a pencil and eraser, your notebook, your tablet Math Message: Write an expression using letters.
Problem Solving 1. Steps to world problem solving process 1. Understand the Problem 2. Devise a plan 3. Carry out the plan 4. Look back 5. MAKE SURE YOU.
3-2 Solving Systems Algebraically. In addition to graphing, which we looked at earlier, we will explore two other methods of solving systems of equations.
 2012 Pearson Education, Inc. Slide Chapter 1 The Art of Problem Solving.
Topic 6.5. Solve Systems by Substitution Objectives: Solve Systems of Equations using Substitution Standards: Functions, Algebra, Patterns. Connections.
Translating & Solving Word Problems. Some Hints:  W e are going to cover several different types of word problems in this unit.  One of the keys to.
Solving Systems by Substitution (isolated) 3/16/2016 Objective: solve a linear system by substitution when a term is already isolated. Students will solve.
EXAMPLE 1 Solve a system graphically Graph the linear system and estimate the solution. Then check the solution algebraically. 4x + y = 8 2x – 3y = 18.
EXAMPLE 1 Solve an equation with two real solutions Solve x 2 + 3x = 2. x 2 + 3x = 2 Write original equation. x 2 + 3x – 2 = 0 Write in standard form.
EXAMPLE 1 Write an equation of a circle Write the equation of the circle shown. SOLUTION The radius is 3 and the center is at the origin. x 2 + y 2 = r.
Problem Solving Strategies and Real World Experience Presented by: Angel S. Child.
Game Plan October 6 th, Do Now -Collect wiki’s/blog permission slips - -Translating verbal exp. - -Combining Like Terms - -tie-it 2gether w/ Frayer.
Thinking Mathematically Problem Solving. Polya’s Four Steps Understand the problem Devise a plan Carry out the plan and solve the problem Look back and.
Proportions How to Write and Solve Them. PROBLEM: I saw at Office Depot that pencils were priced at a dozen for $1.50 How much is it for one pencil? How.
 Turn in homework for credit  Attendance5 min  Week 4 homework review15 min  Finding a Pattern20 min  In-Class Practice10 min.
Solving Systems of Equations using Substitution
Multiplication Strategies
Problem Solving Strategies
Concepts of Engineering and Technology Introduction to Problem Solving
Polya’s Problem Solving
MONDAY TUESDAY WEDNESDAY
Solve an equation with two real solutions
Inequalities With Linear Systems
Find 4 A + 2 B if {image} and {image} Select the correct answer.
MONDAY TUESDAY WEDNESDAY
Algebra 1 Section 2.8.
Algebra I Solving Equations (1, 2, multi-step)
More Problem Solving.
Presentation transcript:

Algebra

PDN  Complete your note card as shown:

Due Friday 9/11  Parent and student signature paper You and your parent must agree to the terms in the syllabus  By the numbers: Pick 8 numbers that are significant to you Color your wheel Create an equation that completes your circle (use all numbers on your paper, and check at least 10 times, or until your equation is correct) For a bonus: have a correct equation, and/or make it creative, unique, or pretty

Four-Step Problem Solving PDN  *Write the ENTIRE question down in your notebook before you begin

EXPLORE: UNDERSTANDING THE PROBLEM  Can you state the problem in your own words?  What are you trying to find or do?  What are the unknowns?  What information do you obtain from the problem?  What information, if any, is missing or not needed?

PLAN:  The following list of strategies, although not exhaustive, is very useful.  Look for a pattern.  Examine related problems, and determine if the same technique can be applied.  Examine a simpler or special case of the problem to gain insight into the solution of the original problem.  Make a table.  Make a diagram.  Write an equation.  Use guess and check.  Work backward.

Solve:

Examine: LOOKING BACK  Check the results in the original problem. (In some cases this will require a proof.)  Interpret the solution in terms of the original problem. Does your answer make sense? Is it reasonable?

Problem of the Day One pen cost twenty-five cents, two pens cost fifty cents. Eight pens cost two dollars, how much does it cost for fifteen pens? # of Pens Price $.25 $.5 0 $2.0 0 ?