Prime Time Investigation 4 Review

Slides:

Advertisements

Similar presentations

Expanding and Simplifying Algebraic Expressions

Advertisements

135 Challenge Math Questions

Factors, Primes & Composite Numbers

To compare fractions you can draw a picture or use the “Butterfly” method.

Fractions are Easy A FRACTION is part of a whole.  It’s made of two parts. Numerator – tells you how many equal parts you have. Denominator – tells you.

EOC Practice #12 SPI

VAVLPVCTYMAUS PSABLADDERZSB EBSANTESHTICL RLDUDSKTTVSRA EDEARCENEAUOD CRFNORSASINTD TPEUUOCPTDATP UNRTMTRBEEXME MIEUSUULSNSNN USNMEMNISAIIT AESXSVPENNISI.

What are the primes under 100?

Prime Factorization.

EXAMPLE 4 Finding the GCF of Monomials

Fractions and Decimals

Investigative Approach Eg. 1Year 10. LO: distinguish between fractions with denominators that have only prime factors 2 or 5 (terminating) and other fractions.

QPLNHTURBIOTS CADAIASOINCOS OSTPOSTLGVAGT AJRLFKLEROUEA CLARITYSOLSTB HTEAMVSRUVAHI INTERACTPELEL NAPKSOCIALIRI GSOCIOGRAMTST CONFORMITYYTY 14 WORDS ANSWERS.

How do you find the difference between three-digit numbers without drawing out any pictures? = ?

POWERS AND EXPONENTS QUESTION?!?! How many times would you need to fold a piece of paper in half to reach the moon? Hint – 1 piece of paper is about.

Decimal Review Ms. Wilson. What decimal is represented on the number line below? 0 1.

1. If sin  = 5/12, then find cos (90 –  ). (Hint draw a picture, label it, then simplify your fraction answer.) 2. If tan  = 3/7, then find tan (90.

Rearrange the formula to make a the subject b = 5a + 21 b – 21 = 5a b – 21 = a -21 ÷5 5 This means we want to rearrange the formula so it says a = Our.

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.

Properties of Logarithms. Basic Properties All logarithmic functions have certain properties. The basic properties are:

Exponents Quiz Review. 1.What is the reciprocal of 3 −3 ? 1 = 1 for reciprocal, flip it! 27 =

Write using exponents. Example 2-1a Answer:The base is 6. It is a factor 4 times, so the exponent is 4.

Pre-Algebra Bellwork August 12 – August 16. Bellwork 8/12/13 Solve and show work! Hint: Plug in for x 1. 3x (for x = 2) 2. 2x + 1 (for x = 4) 3. x/2 (for.

Prime and Composite Numbers A prime number is a natural number greater than 1 whose only factors are 1 and itself. The first few prime numbers are 2,

__ + __ = __ - __ = Addition and Subtraction 22 Patterns and Algebra 19.

Unit 1.1 Test Review. 1) Which equation was used to create the table below? xy

Primes, Factors and Common Factors

Angles and Angle Bisectors

Comparing and Rounding Decimals

Distributive Property

Unit 3- Radical Expressions I. Simplifying Radicals

Degrees Radians radians = degrees degrees = radians.

MA.912.A.4.1 Simplify monomials and monomial expressions using the laws of integral exponents.

Multiply and divide integers

Operations with Rational (Fraction) Exponents

Review Problems Algebra 1 11-R.

Using Distributive Property

Comparing & Ordering Fractions.

Write out factors in expanded form.

Comparing & Ordering Fractions.

Any two equations for the same line are equivalent.

Use Pascal’s triangle to expand the expression (3 x - 2 y) 3

Equivalent ratios.

סדר דין פלילי – חקיקה ומהות ההליך הפלילי

Comparing & Ordering Fractions.

Expanding and Simplifying Algebraic Expressions

Comparing & Ordering Fractions.

Comparing & Ordering Fractions.

Write out factors in expanded form.

Prime Factorization Practice

Equivalent Fractions = = = = = = = = = = = =

What fraction is marked on the number line by the letter A?

Comparing & Ordering Fractions.

The product of 3x5  2x4 is 6x20 6x9 5x20 5x9

Chapter 4/Unit 2 Review.

Evaluating expressions and Properties of operations

Make Ten Example: Name: ______________________

Solving Equations involving Decimal Coefficients

Solving One-Step Equations

Comparing & Ordering Fractions.

You must show all steps of your working out.

ADD exponents or write out factors in expanded form.

BELL WORK How many sweets are in this bag?? n.

Goal: The learner will find equivalent fractions.

Expanding and Simplifying Algebraic Expressions

Comparing & Ordering Fractions.

Solving Linear Equations

Presentation transcript:

Prime Time Investigation 4 Review

Question #1: Write two expressions for the area of: 5 12 8

Question #1 Answer: 5(12 +8) = (5 x 12) + (5 x 8)

Question #2: Write two expressions for the area of: 4 15 2

Question #2 Answer: 4(15 + 2) = (4 x 15) = (4 x 2)

Question #3: Write two expressions for the area of: 10 2 3

Question #3 Answer: 10(2 + 3) = (10 x 2) + (10 x 3)

Question #4: Write two expressions for the area of: 2 6 14

Question #4 Answer: 14(2 + 6) = (14 x 2) + (14 x 6)

Draw a picture to represent: 7(9 + 4) Question #5: Draw a picture to represent: 7(9 + 4)

Question #5 Answer: 7 9 4

Draw a picture to represent: (2 x 10) + (2 x 3) Question #6: Draw a picture to represent: (2 x 10) + (2 x 3)

Question #6 Answer: 2 10 3

Write another equivalent expression for: 7(9 + 4) Question #7: Write another equivalent expression for: 7(9 + 4)

Question #7 Answer: (7 x 9) + (7 x 4)

Question #8: Write another equivalent expression for: (2 x 10) + (2 x 3)

Question #8 Answer: 2(10 + 3)

Question #9: What form is 4(5 + 6) in? (Hint: It’s either factored form or expanded form)

Question #9 Answer: Factored form

Question #10: What form is (12 x 2) +(12 x 6) in? (Hint: It’s either factored form or expanded form)

Question #10 Answer: Expanded form

Question #11: What form is (3 x 6) + (3 x 18) in? (Hint: It’s either factored form or expanded form)

Question #11 Answer: Expanded form

Question #12: What form is 14(8 + 6) in? (Hint: It’s either factored form or expanded form)

Question #12 Answer: Factored form

Question #13: 8 x 5 + 6 ÷ 3

Question #13 Answer: 42

Question #14: 4 x 8 ÷ 23

Question #14 Answer: 4

Question #15: (9 + 11) ÷ 4

Question #15 Answer: 5

Question #16: 15 – 3 + 10

Question #16 Answer: 22