FIND THE Greatest Common Factor

Slides:



Advertisements
Similar presentations
EOC Practice Test Reporting Category 1.
Advertisements

Unit 3 Test Review Chapter 5 Lessons 1-8.
Unit Rates and Ratios. Rates/ratios Can be written three different ways a to b a:b.
6th Grade Test Prep Number Sense.
1.Ed has ordered a computer and a desk from two different stores. Both items are to be delivered on Tuesday. The probability that the computer will be.
Solving Word Problems with Variables on Both Sides
CCGPS Coordinate Algebra EOCT Review Units 1 and 2.
CCGPS Coordinate Algebra EOCT Review Units 1 and 2.
Calculating Sales and Income Tax
Jeopardy Unit 3 and 4 Math Review.
Writing Algebraic Expressions
8-6 Applications of Percents Course 3 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.
Write the percent formula. percent x whole = part Exercise.
Writing Algebraic Expressions
6.8.  Formulas: Total # of monthly payments x Amount paid per month = Total amount of monthly payments Total amount of monthly payments + Down Payment.
Applications of Percent
Problems 1 – 5 Problems 6 – 10 Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $400 Q $200 Q $500 Q $300 Q $400 Website Problems 11 – 14 Problems 15 – 17.
Commission, Sales Tax, and Profit
Applications of Percents
Fractions Decimals Percents Consumer Math % Increase/Decr.
Chapter 23 Review Adv. Math. Find the % of the number. 75% of 120.
Application of Percents
Multi-Step Equation Word Problems
Changing forms Basic % problems % Change % Applications Interest Final Jeopardy.
I went to the store to buy a house and it cost: $35,000 It was on Sale Discount 40% off.
© Mark E. Damon - All Rights Reserved Another Presentation © All rights Reserved
Thurs, 4/15/10 SWBAT…apply exponents Agenda 1. Workshops: Compound interest & Depreciation HW: Work on projects.
Ratios and Proportions. What is a Ratio? A ratio is a comparison of two numbers. Ratios can be written in three different ways: a to b a:b Because a ratio.
Jeopardy Word Problems Order of Operations Translating Verbal Phrases Evaluating Variable Expressions Powers
Writing Equations and Inequalities When appropriate, make sure to answer in complete sentences.
Course Algebraic Expressions Course Algebraic Expressions Course 3 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation.
Writing Algebraic Expressions 1.2 Pre-Algebra. Evaluate each expression for the given values of the variables. Which operation symbol goes with each word?
Warm Up Change to a decimal 1. 20% 2. 45% % 4. 2% Course Applications of Percents.02.
Warm Up # 3 Quarterly Assessment 3 Take out your Make Up QA – work on them quietly Work on your homework if you are finished.
Ex 1: Convert 5 miles to feet. Warm up. CCGPS Coordinate Algebra EOCT Review Units 1 and 2.
Fractions, Decimals, and Percents Parts of the whole.
Jeopardy Topic 1Topic Q 1Q 6Q 11Q 16Q 21 Q 2Q 7Q 12Q 17Q 22 Q 3Q 8Q 13Q 18Q 23 Q 4Q 9Q 14Q 19Q 24 Q 5Q 10Q 15Q 20Q 25.
Focus 1 and 2 Review. Evaluating tables for proportional relationships Consider the following table: Time in seconds (t) Distance in meters (d)
Algebraic Expressions
Homework 1.Every month, Gillian makes $1600 plus an 8.9% commission on sales. If her sales last month totaled $18,400, what was her total pay? 2. The.
Applications of Percents
Percent Applications.
NS1.7 Solve problems that involve discounts, markups, commissions, and profit and compute simple and compound interest. Also covered: NS1.3 California.
7th Grade Math TCAP REVIEW.
WEEK 3 Homework 1/20 through 1/26 DUE Monday 1/26 EE. A.7 Real World Equations ASSIGNMENT # Write an equation to solve the following: How many.
Percents In Algebra County. Things to remember: Of means multiply To convert a decimal to a percent, move the decimal two places to the right. To convert.
Applications of Percents
Unit 3 Expressions Test Review
Warm-Up Oct. 1 3(x + 4) (4y)2 (z + 5)2 w + 6 2
1-2 Writing Algebraic Expressions Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.
Applications of Linear Systems Now that you know how to solve a linear system, you can use it to solve real-life problems.
1.7 The Distributive Property. You can use the distributive property to simplify algebraic expressions We can use the distributive property to re-write.
 Gabriella is a waitress at the Perkins. She needs to make at least $75 while working a six-hour shift to pay her electric bill. If Gabriella earned.
County Benchmark Review Ex 1. Look at the expression below: 3t / 4 – 5 Which of these has the same meaning as this expression? A) the difference of 5 and.
Commissions & Taxes 8 th Grade Math. Vocabulary Percent Applications Hangman.
7 th Grade Review Percents. Find the percent of change. 20 is increased to %
Renting Vs. Buying a Home. Scenario A renter starts out paying $800 per month with annual increases of 5%. A homeowner purchases a home for $110,000 and.
MEANING OF PERCENT A ratio of a number to 100 is called a percent. Percent means per hundred, and is represented by the symbol %. Any ratio with 100 as.
Word Problems & Equations TWO AND MULTI-STEP EQUATIONS.
1-2 Writing Algebraic Expressions Warm Up Evaluate each expression for the given values of the variables. Homework: Page 12 #11-31 all y –
Revision of Accounting Concepts Important Accounting Concepts Accounting Equation.
$1 Million $500,000 $250,000 $125,000 $64,000 $32,000 $16,000 $8,000 $4,000 $2,000 $1,000 $500 $300 $200 $100 Welcome.
1.6 Warm Up Warm Up Lesson Quiz Lesson Quiz Lesson Presentation Lesson Presentation Represent Functions as Rules and Tables.
Warm-Up Exercises Identify the domain and range of a function EXAMPLE 1 The input-output table shows the cost of various amounts of regular unleaded gas.
Find the percent of increase or decrease to the nearest percent. 1.) From 1 to ) From 162 to ) From 16 to 22 1 – = 38% D 177 – 162.
– 3x + 8 Simplify 6x – 9x – 13x – 3y – 3 Simplify – 4x – 3y + 2 – 9x – 5.
Writing expressions.
Touchstone Tuesday!
Linear Equations: Exploring Independent and Dependent Variables
Presentation transcript:

FIND THE Greatest Common Factor 14 and 24 12 and 20 6 and 42 10 and 35

FIND THE Greatest Common Factor FOR EACH PAIR Do they have any variables or factors in common? -6x , 10x 3y , 6z 12k , 16k 50m , 225mn

Expand 3(x + 8) 4 ( 2x – 3) ½(10y + 12) 3k(4n + 3)

Distributive Property -2.3x + (-1.7x) 4q + (-2q) -7x + (-2x)

Equivalent Expressions A gallon of gasoline cost g dollars. Paul puts 12.5 gallons of gas in his car and 0.75 gal of gas in a portable tank. Which shows how many dollars he spent on gas? 13.25g 12.8g 12.5g + 0.75 12.5 + 0.75 + g

Expressions Lillian buys a jacket for j dollars. She must pay 7% sales tax on her purchase. Which expression represents how many dollars she will pay in all including tax? A. 1.7j B. 1.07j C. 7j D. j + 0.07

Craft festival Kenny earns $150 for each ring he sells. He pays $85 in rent each day for his booth at a craft festival. After the cost of renting the booth is deducted, he earns (150r – 85) per day. Which expression shows how many dollars he earns in 4 days at the festival? A. 515 B. 260r C. 600r – 85 D. 600r - 340

Electrician An electrician bought 7/8 meter of copper wire from a hardware store at a cost of c dollars per meter. The electrician used ¾ meter of the copper wire for a job. Write an expression, in simplest form, to show the dollar value of the copper wire he did not use. Show or explain your work.

Labrador pups I raise Labrador pups and if I sell each pup for d dollars and have 8 pups each from 5 litters. Each litter I have to deduct $160 for expenses. What expression would represent my total earnings?

Pizza delivery For her salary each day as a pizza delivery person, Eva earns $50 plus $2 for each pizza, p, delivered, or (50 + 2p) dollars. Write an expression to show the total salary Eva will earn, in dollars, if she delivers p pizzas each day for seven days. Then expand that expression. Show or explain your work.

The decision Another pizza parlor offers Eva a job. The owner of that pizza parlor says that he will pay Eva a total of (120 + 6p) dollars if she delivers p pizzas per day for 3 days. Will the new job pay more or less than her current job ( in the previous slide)? Use factoring to determine and explain how you made your comparison.

Trick or Treat Last night we went trick or treating at four houses as a family. We received a total of (8r + 12s) candy from all four of the houses. Assuming we received the same amount from each house, which expression best represents how much candy we received from each house?

Explanation Justify why the sum of 3a and 2b cannot be represented as 5ab.

Property? -2/5[10p + (-5/2)] (-2/5 x 10p) + (-2/5 x -5/2) _______________________ -20/5p + (-2/5 x -5/2) -4p + 1 __________________________________