j0232988

Mrs. McGukin’s

 

Fourth Grade Class

Please visit our website often!

 

 

Homework Assignments

Upcoming Events

Interesting Links

CAMP Schedule

Link to Lunch Menu

Teacher Contact Info.

Link to Math Homework Helper

 

 

 

 

 

j0232133

Weekly Homework Assignments

Please note: Some assignments may change throughout the week.

Students should write their

daily assignments in their agenda folder.

 

 

Week of

December 1st

Mathematics

Science

Reading

Social Studies

Monday

homework sheet

 

 

 

 

Please visit Mrs. Boalch’s website to see the homework assigned in her class.

www.bremencs.com/~sboalch

OR

Go to the Academy’s website and see the homework tab under school news.

 

 

 

 

Tuesday

homework sheet

 

Wednesday

homework sheet

 

Thursday

homework sheet

homework sheet

Friday

multiplication test

 

 

 

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Teacher Contact Information

 

teachers

school phone extensions

webpage

email addresses

Jennifer McGukin

2036

 

jennifer.mcgukin@bremencs.com

Sherri Boalch

2035

Mrs. Boalch

sherri.boalch@bremencs.com

 

 

 

 

Lunch Menu

Click on the lunch below to view

the lunch menu for the week.

CVIS2292

 

 

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Math Homework Helper

Math Homework Helper

Place Value

 

millions

hundred thousands

ten thousands

thousands

hundreds

tens

ones

tenths

hundredths

6,

 4 

 7

2,

9

1

3.

5

8

      Example:  7   place: ten thousands

                      value:  70,000

      Example:  6   place: millions

                      value:  6,000,000

      Example:  9   place: hundreds

                      value:  900

 

digit: number

 

expanded form: to show a number as the sum of the value of this digits

      Example: 7,965 in expanded form is 7,000+900+60+5

 

standard form: the usual way of writing a number

      Example:  234,908

      Example:  400+20+2 in standard form is 422

      Example:  Fifteen in standard form is 15

 

word form:  to show a number as word(s)

      Example:  14,009 in word form is fourteen thousand, nine

      Example:  23.19 in word form is twenty-three and nineteen hundredths

      Example:  2.9 in word form is two and nine tenths

 

Operations

sum:  answer to an addition problem

      addend + addend = sum

 

addend:  numbers that are added together

 

difference:  answer to a subtraction problem

 

product:  answer to a multiplication problem

      factor  factor = product

 

factor:  numbers that are multiplied

 

quotient:  answer to a division problem

      dividend  divisor = quotient

 

dividend:  a number to be divided

      Example:  45  5 = 9, 45 is the dividend

 

divisor: the number by which a dividend is divided

      Example:  45  5 = 9, 5 is the divisor

 

Rounding

Rounding to the nearest ten.

      23   20         75   80         449    450

      39   40        125   130        723    720

 

Rounding to the nearest hundred.

      236    200            754    800        1,492     1,500

      391    400           1,258      1,300      1,232     1,200

 

Rounding to the nearest thousand.

      2,363  2,000        7,541       8,000     14,927    15,000

      3,915  4,000       12,583     1,3000     12,328    12,000

 

Rounding to the nearest whole dollar.

      $2.31     $2.00       $7.56   $8.00          $44.98   $45.00

      $3.92     $4.00       $12.57 $13.00        $72.33   $72.00

 

Rounding to the nearest ten dollars.

      $32.31   $30.00     $79.56    $8.00        $449.98  $450.00

      $43.92   $40.00     $127.57        $130.00            $721.93  $72.00

 

Estimating

estimate the sum:  round the numbers and add

  23    20                   345       300              9,129     9,000

+89  +90             +496           +500           +5,631    +6,000

       110                         800                        15,000

 

estimate the difference:  round the numbers and subtract

 45    50             745       700              9,129     9,000

-21  -20             -496      -500           -5,631    -6,000

       30                          200                         3,000

 

estimate the product:  round the numbers and multiply

  78       80           67       70               254        300

x  5      x 5         x18       x 20           x 349       x  300

          400                    1,400                         90,000

 

estimate the quotient:  round the numbers and divide

61÷2=           891÷32=

60÷2=30        900÷30=30

 

Properties of Multiplication

commutative property of multiplication: the order of the factors does not change a product.

      Example: 2  4 = 4  2

                     8 = 8

 

associative property of multiplication: the way factors are grouped does not change the product.

      Example: (2  3)  4 = 2  (3  4)

                          6  4 = 2  12

                               24 = 24

 

multiplicative identity property: any number multiplied by one remains the same number.

      Example:  5  1 = 5   or   15 = 5

 

distributive property of multiplication:  multiplying a sum by a number is the same as multiplying each addend by the number and then adding the problem.

      Example:  2  (3 + 4) = (2  3) + (2  4)

                        2  7 = 6 + 8

                           14 = 14

      Example:  432 x 4 = (400 x 4) + (30 x 4) + (2 x 4)

                    1,728 = 1,600 + 120 + 8

                    1,728 = 1,728

     

zero property of multiplication:  any number multiplied by zero will result in the product of zero

      Example:  5  0 = 0 or 05 = 0

 

Multiplication Examples

                                                                                 +4                                                 +1 +2

                         +1 +1                                     +3                                                 +2 +2

 12     23          432     7 2 3      2 1              2 5         2 1 3         2 3 4

x 2    x 7     x 2       x 6    x 1 2      x 9 7        x  2 1          x 5 6

 24    161    864   4,338      4 2       1 7 5         2 1 3       1 4 0 4

                                  +2 1 0   +2 2 5 0     +4 2 6 0   +1 1 7 0 0

                                    2 5 2    2,4 2 5      4, 4 7 3   1 3, 1 0 4

 

 

Division Examples

 

       9            8 R5         1 2           1 2 R5          9 1 9 R7

9 | 8 1     8 | 6 9        7 | 8 4       7 | 8 9       9 | 8 2 7 8

                -6 4           -7             -7            -8 1

                    5             1 4          1 9              1 7

                                - 1 4         -1 4              - 9

                                    0             5                 8 8

                                                                    -8 1

                                                                        7

 

        1 R25            1 5 R9             1 3 R17            1 7 4 R1

40 | 6 5        30 | 4 5 9         34 | 4 5 9          45 | 7 8 3 1

    -4 0             -3 0               - 3 4                -4  5

     2 5               1 5 9              1 1 9                3 3 3

                        - 1 5 0            -1 0 2              - 3 1 5

                             9                1 7                   1 8 1

                                                                    -1 8 0

                                                                          1

 

Polygons

A polygon is a closed figure with three or more side and vertices.

                                                               Vertex                                             

 

                                                                Side                                                

 

Triangles: 3 sides and 3 vertices

Equilateral Triangle

All three sides are of equal length.

 

Isosceles Triangle

Two sides are of equal length.

Scalene Triangle

Each side is a different length.

 

         

Right Triangle

Has one right angle.

                                 

Acute Triangle

Has all three acute angles.

Obtuse Triangle

Has one obtuse angle.

 

 

 

Quadrilaterals: 4 sides and 4 vertices

Parallelogram

opposite sides are the same length

opposite sides are parallel

has two acute angles and two obtuse angles

Rhombus

all side are the same length

opposite sides are parallel

has two acute angles and two obtuse angles

 

 

 


Rectangle

opposite sides are the same length

opposite sides are parallel

has all right angles

 

 

 


Square

all side are the same length

opposite sides are parallel

has all right angles

Trapezoid

one set of opposite sides is the same length

opposite sides are parallel

has two acute angles and two obtuse angles

 

 

 


Other Polygons

Pentagon

five-sided polygon

 

 

 

 


Hexagon

six-sided polygon

Octagon

eight-sided polygon

 

Geometric Solids

Cylinder

faces: 2

vertices: 0

edges: 2

 

 

Rectangular Prism

faces: 6

vertices: 8

edges: 12

Cube

faces: 6

vertices: 8

edges: 12

 

Triangular Prism

faces: 5

vertices: 6

edges: 9

Cone

faces: 1

vertices: 0

edges: 1

 

 

Sphere

faces: 0

vertices: 0

edges: 0

Pyramid

faces: 5

vertices: 5

edges: 8

 

 

 

 

 

Upcoming Events

 

September 25th

Parent Teacher Conferences

Early Dismissal

September 26th

Early Dismissal

 

 

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Interesting Links

Students, only visit websites with parents’ permission!

School website

Yahooligans

science text website

(click on the fish book)

math book website

(go to learning site)

KidsClick!

PBS

Astronomy

Moon Phases

Chasing Vermeer

Frindle

Optical Fibers

Infrared Devises

Lasers

The Soundry

Solar System

Prongo

Ecosystems

Biomes

World Biomes

National Geographic

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CAMPS Schedule

September 22nd

P.E. – Mouser

September 29th

Computer-Lovvorn

October 6th

Music

October 13th

P.E. – Pirch

October 20th

Computer-Higley

October 27th

Art

November 3rd

P.E. – Mouser

November 10th

Computer-Lovvorn

November 17th

Music

November 24th

P.E. – Pirch

December 1st

Computer-Higley

December 8th

Art

December 15th

P.E. – Mouser

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j0283606
Email Mrs. McGukin.