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AMHERST COUNTY PUBLIC SCHOOLS MATHEMATICS CURRICULUM Grade 6 Fall 2007

SOL: 6.5



Pacing/Duration: 4 days Fourth Grading Period

Strand, Big Idea, Suggested Suggested

Objectives Teacher Notes Strategies/Differentiation Resources

Strand: Number and Number  See vocabulary sheet for  Use clothesline to  Enhanced Scope

Sense SOL 6.5 locate integers in order and Sequence, p.

Big Idea: Integers  On a conventional from least to greatest 19-21

number line, a smaller  Give students cards  Glencoe, Course

The student will: number is always located with integers as they 1, Lesson 8-1,

Identify an integer represented by to the left of a larger enter classroom to  p. 294 – 295

a point on a number line. number (e.g., -7 lies to compare and order  Mulligan’s

Represent an integer on a number the left of –3; thus –7 ,  An integer and its

and =. opposite are the same

 Cite that integers are the set distance from zero on a

of whole numbers and their number line.

opposites.  Use correct terms for

 Explain that positive integers positive and negative

are > zero and negative

integers are , >, or = than one based on the card they

 Compare and order two  Represent the same whole have

fractions with number, fraction, or  Glencoe p.115 Decimal

denominators of 12 or decimal in multiple ways, War activity

less using fraction using concrete materials, a

manipulatives, picture

drawing, a symbol, or a

representations or the

symbols , >, or =. statement

 Compare and order two

decimals through

thousandths using

decimal manipulatives,

picture representations, or

place-value charts or the

symbols , >, or =

Related SOL: 5.1c, 7.1, 8.1b

AMHERST COUNTY PUBLIC SCHOOLS MATHEMATICS CURRICULUM Grade 6 Fall 2007

SOL: 6.4 continued



Pacing/Duration: 5 class periods First Grading Period

Strand, Big Idea, Suggested Suggested

Teacher Notes

Objectives Strategies/Differentiation Resources

Strand: Number and

Number Sense

Big Idea: Ordering Whole

Numbers,

Fractions, and

Decimals

The student will:

 Recognize that a decimal

point is a symbol indicating

the location of the ones

place and all other

subsequent place values

in the decimal system

 Explain and show that a

decimal point separates a

whole number amount

from a number that is less

than one

 Explain and show that

fractions and decimals can

be represented and

compared, using

manipulatives, drawings,

pictures, or symbols









Related SOL: 5.1c, 7.1, 8.1b

AMHERST COUNTY PUBLIC SCHOOLS MATHEMATICS CURRICULUM Grade 6 Fall 2007

SOL: 6.7



Pacing/Duration: 7 class periods First Grading Period

Strand, Big Idea, Suggested Suggested

Teacher Notes

Objectives Strategies/Differentiation Resources

Strand: Computation and  See vocabulary sheet for SOL  Enhanced Scope and  Enhanced Scope

Estimation 6.7 Sequence activity, pp. 29- and Sequence

 Estimation and checking the

Big Idea: Estimation

reasonableness of a result

38  Mulligan

enhance computational  Handout from the VDOE vocabulary for

The student will:

proficiency. video –―Computation‖ SOL 6.7

 Define and use mathematics

 Various estimation strategies,  Examine methods used for  Glencoe –

vocabulary from SOL 6.7

such as front-end, compatible estimation (comparable Lessons 3-4 and

 Solve multistep practical

numbers, or rounding, are

problems involving whole

effective for various operations numbers) 6-2

numbers, decimals, and

and situations.  Grocery store

fractions by using estimation

 Solving multistep problems in advertisements

strategies and checking for

the reasonableness of results

the context of real-life  VDOE video –

situations enhances

 Identify rational numbers ―Computation‖ at

interconnectedness and

 Distinguish among front-end, proficiency with estimation the VDOE website

compatible numbers, and strategies.  Mulligan’s Break-

rounding for estimation

 Examples of real-life situations out Tests

 Apply front-end, compatible solved by using estimation

numbers, and rounding strategies include shopping for

estimation strategies to groceries, buying school

problems supplies, budgeting an

 Use estimation strategies in allowance, deciding what time

real life situations such as to leave for school or the

shopping for groceries, buying movies, and sharing a pizza or

school supplies, budgeting an the prize money from a

allowance, deciding what time contest.

to leave for school or the  Rational numbers is the set of

movies, and sharing a pizza or numbers that can be written as

prize money from a contest. a ratio or fraction.

 Be able to produce an  Fractions are not introduced at

approximate answer for a this point but are tested on

given problem Mulligan Break-out Tests

 No calculator use



Related SOL: 5.3, 6.6a-b, 7.4a, 8.3

AMHERST COUNTY PUBLIC SCHOOLS MATHEMATICS CURRICULUM Grade 6 Fall 2007

SOL: 6.7



Pacing/Duration: 7 class periods First Grading Period

Strand, Big Idea, Suggested Suggested

Teacher Notes

Objectives Strategies/Differentiation Resources

Strand: Computation and  Problem-Solving Steps

Estimation 1. Read and understand

Big Idea: Estimation the problem

2. Plan a solution

The student will: 3. Solve the problem

 Identify the operation 4. Check your solution

needed to solve a

problem

 Recognize key words in

a given problem

 Use the four steps to

problem solving









Related SOL: 5.3, 6.6a-b, 7.4a, 8.3

AMHERST COUNTY PUBLIC SCHOOLS MATHEMATICS CURRICULUM Grade 6 Fall 2007

SOL: 6.6a INTRODUCED BUT TESTED THIRD NINE WEEKS



Pacing/Duration: 8 class periods First Grading Period

Strand, Big Idea, Suggested Suggested

Teacher Notes

Objectives Strategies/Differentiation Resources

Strand: Computation and  No calculators used with SOL  Enhanced Scope and  Enhanced Scope

Estimation 6.6a Sequence pp. 22-27 and Sequence

 Multiplication and division are

Big Idea: Operations of

inverse operations.  Use fraction strips, fraction  Mulligan’s

Fractions and  Addition and subtraction are manipulatives, and pattern vocabulary for SOL

Mixed Numbers inverse operations blocks 6.6

 Use different strategies to  Glencoe Hands-on Lab,  Glencoe – Lessons

The student will: estimate the result of

 Define and use mathematics

p.234 6-3, 6-4, 6-5, 6-6,

computations and judge the

vocabulary from SOL 6.6 reasonableness of the result.  Glencoe Hands-on Lab, 7-2, 7-3, 7-4, 7-5

 Calculate least common For example: What is an pp.259 and 270  Mulligan’s Break-

denominator for fractions with approximate answer for 2.19   ―Egg-Exciting‖ activity from out tests

denominators of 12 or less 0.8? The answer is around 2 VDOE  NCTM

using the process for finding because 2  1 = 2.

least common multiple  Array Illuminations

 Use manipulatives and

 Restate fractions to simplest drawings to build conceptual

form understanding of operations

 Restate improper fractions as with fractions

mixed numbers and vice-  Use estimation to develop

versa computational strategies. For

 Convert fractions to equivalent example,

forms to perform the 7 3 3

operations of addition and  28 · 4 is about 4 of 3, so the

subtraction. answer is between 2 and 3.

 Compute problems involving

addition, subtraction,

multiplication, and division of

fractions









Related SOL: 5.2, 5.5, 5.6, 5.7, 6.1, 7.2, 8.1

AMHERST COUNTY PUBLIC SCHOOLS MATHEMATICS CURRICULUM Grade 6 Fall 2007

SOL: 6.6b



Pacing/Duration: 3 days Third Grading Period

Strand, Big Idea, Suggested Suggested

Teacher Notes

Objectives Strategies/Differentiation Resources

Strand: Computation and  .Non-calculator applies to  Use estimation to  Glencoe, Course 1,

Estimation the first bullet determine the Lesson 4-4

Big Idea: Computation of reasonableness of the  Mulligan’s Breakout

Decimals quotient tests

The student will:

 Determine the quotient

when given a dividend

expressed as a decimal

through thousandths and

a divisor expressed as a

decimal through

thousandths with exactly

one non-zero digit.

 Determine the quotient

when given a dividend

expressed through

thousandths and a

divisor expressed as a

decimal though

thousandths with more

than one non-zero digit,

using a calculator.

.









Related SOL:

AMHERST COUNTY PUBLIC SCHOOLS MATHEMATICS CURRICULUM Grade 6 Fall 2007


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