Must Do (8/29) – (-7) 8 – 12 (-7) + (-4)

Slides:

Advertisements

Similar presentations

Start with your equation Move the # term to the other side, and leave a space Determine what HALF of the coefficient of X is Factor the left side Write.

Advertisements

Fractions-Simplifying 9 15 = 5 Factors are 1, 3, 9 Factors are 1, 3, 5,15 3 HCF, So 9÷3= HCF, So 15÷3=

Study Guide. a) Has a whole number part & a fraction part b) The answer to a division problem c) For example, 2 1/2 d) Both A and C.

3x-2 (3x)-2 4x0 (4x)0 Algebra Review Station 1

6-4: n th Roots I can simplify radicals and approximate them using a calculator.

EXAMPLE 1 Solve quadratic equations Solve the equation. a. 2x 2 = 8 SOLUTION a. 2x 2 = 8 Write original equation. x 2 = 4 Divide each side by 2. x = ±

Solve Multi-step Equations (var. both sides) Students will solve multi-step equations with variables on both sides using distributive property, combining.

People Fractions. Problem 1 of 20 Answer 1 = 10 Problem 2 of 20 Answer 2 = 5.

Hosted by Mr. Brett Products & Quotients Negatives and Powers Rational Exponents Find the Exponent

Algebra I Chapter 10 Review

Example 3 Dividing Mixed Numbers ÷ – 3 19 = 17 6 – Multiply by the reciprocal of 17 6 – 6 – = 3 () 6 – 19 Use rule for multiplying fractions.

5-5 Multiplying Mixed Numbers Learn to multiply mixed numbers.

Fractions and Exponents  Step 1:  Understand the exponent means the number of times to multiply the “base” that it is on  Step 2:  Multiply  Step.

Subtracting Mixed Numbers

Multiplying Mixed Numbers and Fractions Lesson 6.3.

4-6 Multiply Fractions & Mixed Numbers. Multiply Fractions To multiply fractions o multiply the numerators o Multiply the denominators Example: 2/3 *

By D. Fisher. Change the improper fractions to mixed numbers = 11/211/2.

Dividing with Fractions. Vocabulary Reciprocals – number pairs that have a product of 1. Here are a few: 3 x 5 = x 1 = ⅟₂ x ⅖.

$100 $200 $300 $400 $100 $200 $300 $400 $300 $200 $100 Fractions – two digits Fractions – three digits Fractions - Multiplication Fractions – mixed.

Multiplying Fractions. When we multiply a fraction by an integer we: multiply by the numerator and divide by the denominator For example, × = 54.

Review of Fractions. Important Notes Leave all answers in “simplest form” No common factors in the numerator and denominator Use proper or improper fractions.

Find all of the factors of 6: 1, 2, 3, 6 Find all of the factors of 8: 1, 2, 4, 8.

Function Notation Assignment. 1.Given f(x) = 6x+2, what is f(3)? Write down the following problem and use your calculator in order to answer the question.

Multiplying Fractions. There are 5 types of problems… 1) Fraction x Fraction 2) Whole number x Fraction 3) Mixed number x Mixed number 4) Mixed number.

Rewrite With Fractional Exponents. Rewrite with fractional exponent:

Converting Decimals to Fractions Goal: use place values to make fractions.

Multiplying Fractions and Mixed Numbers Objective: Learn to multiply fractions and mixed numbers.

Adding & Subtracting Fractions With Like Denominators.

Equivalent Fractions & “Fraction of” Fractions on a Number Line & Comparing Fractions Reducing Fractions Converting Mixed Numbers.

Mathsercise-C Fractions Ready? Here we go!. Fractions Work out: x 4545 Give your answer in its simplest form Answer Question 2 When multiplying.

Fractions Introduction and Review. Simplifying Fractions Divide the numerator (top) and denominator (bottom) by the same number Repeat, as needed 12 ÷

Writing Fractions as Decimals What are the parts to a fraction? a b The top part of a fraction is called the NUMERATOR. The bottom part of a fraction is.

6x – 4 = ¾x – 25 |x + 4| = 9 |2x – 3| = -15 |3x + 6| ≥ 12

Group B/C Review Start.

Multiplying Fractions and Mixed Numbers

Multiplying Fractions and Mixed Numbers

Algebra 1 Review - Station 1

Chapter 5-4 Multiplying Rational Numbers

Must do (8/16): Solve. Leave your answer as an improper fraction. Do NOT use a calculator. Simplify all final answers and circle = Challenge!

Adding and Subtracting Fractions

Multiply Fractions Name: _________________________________

Change each Mixed Number to an Improper Fraction.

Simplify algebra fractions bingo

Weekly Must Do’s & Exit Tickets

Combining Like Terms that Contain Fractions

Objective- To find the opposite of a sum or difference.

Objective- To find the opposite of a sum or difference.

Must do (9/6) Summative Review:

Adding & Subtracting Fractions

QQ1 1. Simplify: -2(x + 3) 2. Simplify: 3[(5 + 72) – 20] = -2x - 6

Improper fractions Lesson 1.4, 1.5.

Multiplying/Dividing Fractions

Solving Equations involving Decimal Coefficients

Multiplying and Dividing Rational Numbers

Who Wants to be an Equationaire?. Who Wants to be an Equationaire?

Work out (if you can, simplify your answer) 8 6.

Lesson Quizzes Standard Lesson Quiz

Adding Subtracting more than 2 rational numbers (LCM method)

Multiplying Fractions and Mixed Numbers

What fraction of the whole circle is this sector?

Quest for Understanding

Unit 2. Day 16..

Indices Practice questions

Unit 2. Day 17..

Percentage of a number.

Fractions VII Subtracting Like Denominators

Multiplying and Dividing Rational Numbers

On your whiteboards: Section 1: Write your answers as mixed numbers

Algebra with Fractions 2

Presentation transcript:

Must Do (8/29) 1. 6 + 8 9 – 3 3. 5 + (-7) 8 – 12 (-7) + (-4) 1. 6 + 8 9 – 3 3. 5 + (-7) 8 – 12 (-7) + (-4) Challenge! 6. (-8) – (-3)

Must Do (8/30) 1. 7 ∙ 9 2. 13 ∙ 6 3. 63 ÷ (-7) (-16) ∙ 17 5. 234 ÷ 13 1. 7 ∙ 9 2. 13 ∙ 6 3. 63 ÷ (-7) (-16) ∙ 17 5. 234 ÷ 13 Challenge! 6. (-576) ÷ 36

Must Do (8/31) ※Directions : Use the ‘Number line’ to solve those problems. No Calculator! 9 – 16 (-5) + (-4) 2 – (-8) 4. 8 + (-16) 5. (-3) – 7 Challenge! (-10) – (-17)

Must Do (9/1) ※ Directions : Leave your answers as improper fraction. Simplify your answer if possible. No Calculators! 1. (-16) – (-8) -15 – 13 3. 3 4 −(− 5 8 ) 4. - 5 12 + 1 3 5. - 3 7 − 8 9 Challenge! 6. - 12 13 −(− 15 17 )