The elevator situation

Slides:



Advertisements
Similar presentations
Distributive Property
Advertisements

Copy in Agenda and TOC Turn in your homework equation sheet.
Mean, Median, and Mode 4-1.
Physics: Newton’s Laws
Juan is sitting on a sled on the side of a hill inclined at 45 ,
4-11 Adding and Subtracting Mixed Numbers Course 2 Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.
Lesson 2.4 Variables and Equations. Types of equations An equation is a mathematical sentence with an equal sign.
th grade math Variables and Expressions. Objective To evaluate expressions having as many as 3 variables. Why? To master one aspect of Algebra.
More Word Problems with Inequalities
Copyright © 2012, 2009, 2005, 2002 Pearson Education, Inc. Chapter 3 Decimals.
Holt CA Course Adding and Subtracting Mixed Numbers NS2.1 Solve problems involving addition, subtraction, multiplication, and division of positive.
Holt CA Course Adding and Subtracting Mixed Numbers NS2.1 Solve problems involving addition, subtraction, multiplication, and division of positive.
Equations Unit: Vocab: Equation: An equation is a statement that two numbers or expressions are equal. Equations are useful for relating variables and.
Lesson 1-3 Example What number goes in the blank to make (7 + 5) + 4 = ___ + (14 – 2) a true equation? Step 1 The expressions inside the parentheses.
Buying Food Package or weight. Package or bottle.
Chapter 7 Lesson 3 Inequalities pgs What you’ll learn: Write inequalities Graph inequalities.
Copyright © Ed2Net Learning, Inc.1 Properties of Numbers Grade 7 Pre-Algebra.
PRE-ALGEBRA. Lesson 2-4 Warm-Up PRE-ALGEBRA Variables and Equations (2-4) equation – a number sentence with an “equal” sign Examples: = 11 a numerical.
7.5 Notes: Solving Logs. What if there is a “log” in our equation?  What if our equations already have a “log” or “ln” in them? Can we still add “log”
Solve an inequality using subtraction EXAMPLE 4 Solve 9  x + 7. Graph your solution. 9  x + 7 Write original inequality. 9 – 7  x + 7 – 7 Subtract 7.
Mrs. Catlin – PBL Unit 2009 T HE ELEVATOR SITUATION.
Prime Numbers and Factoring. Which expression is equal to 4x6? (a) 2 × 2 x 2 (b) 2 × 3 × 4 (c) 4 × 5 × 3 (d) 6 × 6.
Rational Exponents Mr. Solórzano – Algebra 1. Objectives To simplify expressions with radical exponents To write radical expressions using rational exponents.
Properties of Logarithms
DateCircles #2Page. General Form of a Circle Rewrite the Standard Form of the equation of the circle below into General Form. (x + 3) 2 + ( y – 2) 2 =
Math for Liberal Studies.  The knapsack problem is a variation of the bin packing problems we have been discussing  This time, there is just one bin.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes
9.3 Measuring Weight and Temperature. Weight Weight is the measure of gravitational pull on an object In the English system: 16 ounces = 1 pound (lb)
Algebra 1 CP Mrs. Mongold Unit 1 Lesson 1: Variables and Expressions.
Order of Operations PEMDAS DON’T STRESS. Numerical Expression : A mathematical phrase that includes numerals and operational symbols. It does not have.
PROBLEMS WITH BALLOONS
Essential Question: How do we Evaluate Algebraic Expressions? (+ & -) U3D4.
Babies and alcohol. What happens when mommy drinks alcohol? OH.
Chapter 3 Exponents, Factors, and Fractions. 3-1 to 3-2 Exponents, Orders of Operations, and Scientific Notation What You’ll Learn  To write numbers.
4.3 Graphing Linear Nonproportional Relationships Using Slope and y-intercept How can you graph a line using the slope and y-intercept?
Five gifts.
Factor-Label Technique (aka Dimensional Analysis)
Chapter 2 Supplemental Homework Resource
Distributive Property
WARM UP MASS WEIGHT.
Do you truly understand the gravity of the situation?
Subject/Verb Agreement
Fact Families.
Parts of an Expression Lesson 6.03.
Measuring Weight.
What is a Decimal?.
3.1 Force, Mass and Acceleration
Mean, Median, and Mode.
WARM UP If a triangle has equal sides of 10, what is the perimeter of the triangle? If a square has equal sides of 7, what is the perimeter of the square?
Subject/Verb Agreement
Expressions and Equations
The Second One Hundred Sight Words
On Wednesday, in Weatherford, it began to sleet at 6:15pm
The Distributive Property
DEFINE MATTER.
Write problem and show work!
HW: Fraction Review wkst
The elevator situation
Simplifying Expressions
Properties of Logarithmic Functions
Chapter 3 Notes Pages
Order of Operations BEDMAS.
1) Write the fraction as a decimal. 2) Find the difference
Teacher: Jorge Fernandez-Velasco
What is a Decimal?.
Find each number. Round to the nearest tenth if necessary.
Finding The Mean.
Modern Elevators How Stuff Works
Turning Fractions into Decimals
Presentation transcript:

The elevator situation Mrs. Catlin – PBL Unit 2009

How Much Weight can an elevator hold? What Do You Think? How Many People? 2000 lbs. How Many Pounds? To maximize efficiency there can be no less than or no more than

The Delivery Man 227 lbs. 35 lbs. 25 lbs. each How much does the delivery man weigh? How much does the dolly weigh? How much do the packages weigh? Each? 227 lbs. 35 lbs. 25 lbs. each

Write it as a mathematical expression 227 lbs. 35 lbs. 25 lbs. 25 lbs. 25 lbs. 227 + 35 + 25 + 25 + 25 = 337 Can you rewrite it in a more condensed version? 227 + 35 + 25 x 3 = 337

Wheelchair, grandfather & Kid Write the mathematical expression 85 103 44 85 + 103 + 44 = 232

Another addition to the elevator! 171 lbs

Congratulations it’s twins! They weigh 135 lbs each Write the mathematical expression in a condensed version 135 x 2

The business man How much does the business man weigh? You’ll have to wait until the end to find out!

Mommy + baby + Groceries = 206 lbs Write the mathematical expression

Family of Five 39 232 69 155 543 lbs

Time to put it all together To Equal 2000 lbs

227 + 35 + 25 x 3 171 85 + 103 + 44 135 x 2 164 + 22 + 20 39 + 232 + 69 + 155 + 48

Remember EVERYTHING Must = 2000 Still missing… 241 Remember EVERYTHING Must = 2000

And what do you get? 227 + 35 + 25 x 3 + 85 + 103 + 44 + 171 + 135 x 2 +____ + 164 + 22 + 20 + 39 + 232 + 69 + 155 + 48 = 2000 241

Why are there parentheses? (227 + 35 + 25 x 3) + (85 + 103 + 44) + (171) +(135 x 2) + (241) + (164 + 22 + 20) + (39 + 232 + 69 + 155 + 48) = 2000