Mr. Regis' Homework Page

 

Class:

 

 

All homework assignments are due every monday.   No exceptions!!!  Late or incomplete homework assignments will not be accepted unless accompanied with a letter from parents.   In addition, all journal writing assignments and projects must be submitted either before the due date or on the date the assignments are due.   Again, failure comply will result in a much lower grade. 

 

 

 
09-06-07
Home Work #1
Class: 631, 632, 633, and 634
 
Give the value of 3 in each number.
 
(1) 14,038        (2) 843,000,297        
 
Give the value of 4 in each number.
 
(3) 481,066        (4) 628,014,257
 
Write each number in words.
 
(5) 351.021        (6) 3.09        (7) 22,607,400        (8) 3,040,680,000,000        (9) 40,306,200
 
________________________________________________________________________________________________
 
 
09-07-07
Home Work # 2
Class: 631, 632, 633, and 634
 
WKBK  (Write in word from)         Pg.1 # 1 - 6
QRMHB  ( Write the decimal)       Pg. 127 # 1 - 4
________________________________________________________________________________________________
 
09-08-07
Home Work # 3
Class: 631, 632, 633, and 634
 
QRMHB     (Adding and Subtracting decimal numbers)    Pg. 132 # 1 - 4
WKBK     ( Write in word from)      Pg. 2  # 7 - 12

 

09-10-07
Home Work # 4
Class: 631,632,633, and 634
 
WKBK         (Multiplying whole numbers and decimal)       Pg. 23 # 4 -9
QRMHB       (Expanded notation)                                         Pg. 71 #5
                     (Add and Subtract decimal numbers)             Pg. 139 # 10 - 12
_______________________________________________________________________________________________
 
09-11-07
Home Work # 5
Class: 631,632,633, and 634
 
WKBK      (Dividing whole numbers and decimal)       Pg. 25  # 4 -9
QRMHB    (Expanded notation)                                      Pg. 73 #  5
                  (Multiplying decimals )                                   Pg. 139 # 16 - 19
_________________________________________________________________________________________________
 
09-12-07
Home Work # 6
Class: 631,632,633, and 634
 
QRMHB    (Dividing  decimals)         Pg. 138  # 15 -18
                  (Expanded notation)         Pg. 73 #  6
                  (Multiplying decimals )     Pg. 135 # 11 and 12
WKBK      (Adding decimals)            Pg. 17  # 10 -12
                  (Subtracting decimals)     Pg. 19  # 10 -12
__________________________________________________________________________________________________
 
09-14-07
Home Work # 7
Class: 631,632,633, and 634
 
QRMHB      (Place value)                                                                   Pg. 73  # 1 -4
                     ( Expanded notation)                                                     Pg. 71  # 6
TEXT           (Understanding decimals)    Problem Set A (PSA)   Pg. 114  # 1 - 4
________________________________________________________________________________________________

09-17-07

Home Work # 8

Class: 631, 632,633, and 634

 

QRMHB Pg. 73 # 7 – 9 (Comparing and Ordering Numbers).

TEXT Pg. 7 Problem Set B (# 1& 2 only)

 

List the 25 prime numbers from 1 – 100.  Good luck!

 

09-18-07

Home Work # 9

Class: 631, 632,633, and 634

 

State the rule.  Next, write the next three numbers in each sequence.

(1)   0,13,26,39,52…

 

(2)   65,59,53,47,41…

 

(3)   1,1,2,3,5,8…

 

 

Write an R or an I to classify the real numbers as rational or irrational numbers.

 

(4) √6 =____     (5) 5/6 = ____       (6) 2/9 = ____     (7) √3 = ___    (8) ⅔ = ____

 

Dividing Decimal Numbers

 

(9) 32 χ 7.2                 (10) 5.4  χ 0.009

 

  

09-19-07

Home Work # 10

Class: 631, 632,633, and 634

 

Convert fractions into decimals

 

         FRACTIONS                                         DECIMALS

 

(1)          3/10                                                  __________

 

(2)          ½                                                      __________

 

(3)          2/5                                                    __________

 

(4)          Ύ                                                      __________

 

(5)          2/3                                                    __________

 

 

Convert decimals to fractions

 

     DECIMALS                             FRACTIONS

 

(6)          0.2                                        ____________

 

(7)          0.25                                      ____________

 

(8)          0.1                                        ____________

 

(9)          0.875                                    ____________

 

(10)      0.6                                        ____________

 

 

09-21-07

Home Work # 11

Class: 631, 632,633, and 634

 

QRMHB Pg.131 # 12 – 15 (Comparing decimals)

                Pg. 111 # 11 – 14 (Comparing fractions)

 

Write in word form

 

09/17/07

Projects and Journal Writing Assignments

Class: 631, 632, 633, and 634

 

Project Assignments

·        Must be done on loose leaf

·        Stating the problem

·         All the steps involve

·        Must follow math rubric

·        Oral presentation

 

 

Journal Writing Assignments

·        Must be done in composition notebook

·        Stating the problem

·        Using the KWL approach

·        Must follow math rubric

 

 

The KWL approach is a method used to determined students understanding of the material presented.   The K stands for what you know about the assignment.  The W represents what you want to know about the assignment.  Finally, the L stands for what you’ve learned.

 

 

Math Rubric

 

6N

 

 

 Level 4

Students demonstrate a thorough understanding of logical thinking and finding multiples.

Student not only demonstrates logical thinking in finding solution, but also illustrates number sense theory when locating multiples.

All steps are listed.

 

Work is check correctly.

 

.

 Level 3

Student demonstrates partial understanding of logical thinking and finding multiples.

Student demonstrate most of the approaches when applying logical thinking, and finding multiples.  

Most of the steps listed.

 

Work is check correctly.

 

 

 Level 2

Student demonstrates some understanding of logical thinking and finding multiples.

Student shows some of the approaches when applying logical thinking.  Also, demonstrate some knowledge on finding multiples.

Some of the steps listed.

 

Work is check incorrectly.

 

 

 Level 1

Student demonstrate very little or no understanding of logical thinking and finding multiples.

Student work is unclear. Incorrect procedure use when applying logical thinking and finding multiples.

No steps listed.

 

Work is not check.

 

 

 

 

 

                               First Term Assignments 

 

10/29/07  -DUE DATE(No Exceptions)

 

Project #1

 

Replace the letters with the digits less than 6.  Use logical thinking to solve this problem.    Since d – f = d and c – f = c, so the f must be 0.

 

                                                    a b

                                            

                                c b         d d c b

                                        -    d  f f

                                                 d c b

                                           -    d c b

                                              

   

 

   Project #2

 

Of numbers 1 – 48, which numbers are multiples of 4 but not multiples of 6?  Which numbers are multiples of 4 and 6 but not of 8?  Which numbers are multiples of 4,6,and 8?   

 

  

 

Journal Writing #1

 

  In Cain’s survey, 3 more people said they enjoyed volleyball than said they liked soccer, and 5 more people enjoyed basketball than preferred tennis.  The same number of people liked soccer and tennis.  If Cain surveyed 24 people, how many people liked each sport? 

 

                                 

 

MATH PROBLEM OF THE MONTH GRADING RUBRIC – 2007-2008

 

 

LEVEL 4 – You have earned extra credit and a spot on the bulletin board

 

 

LEVEL 3 – You have earned extra credit and a spot on the bulletin board!

 

 

LEVEL 2 – You have earned extra credit for trying!

 

 

LEVEL 1 – You have earned extra credit for trying!

 

 

 

September 19, 2007

PROBLEM OF THE MONTH- September

 

Sally accidentally dropped her boot into quicksand.  The boot is 14 inches tall and is sinking at a rate of Ό inch each minute.  How long will it take for the boot to completely disappear?  EXPLAIN AND SHOW YOUR WORK!!!

 

09/24/07

Home Work # 12

Class: 631, 632. 633, and 634

 

Commutative and associative properties of addition and multiplication

QRMHB Pg. 74 # 1- 4

 

(A) What property is represented by the number sentence below?

 

      (62+19) + 178 = 62 + (19 + 178)

 

(a) associative            (b) commutative      (c) identity      (d) distributive

 

(B) What property is represented by the number sentence below?

 

       37 + 21 + 18 = 21 + 18 + 37

 

(a) associative            (b) commutative      (c) identity      (d) distributive

 

Multiplying Whole Numbers and Decimals

WKBK Pg.23 # 6 - 9

 

09/25/07

Home Work # 13

Class: 631, 632. 633, and 634

 

Distributive property of multiplication over addition

 

QRMHB Pg. 75 # 9 and 10

               Pg. 77 # 17 and 18

(A)  Which expression has the same value as

 

                      21 X (16 + 73)?

 

   (a) 21 X 16 + 73                 (b) (21 X 16) + (21 + 73)     

  

  (c) 21 + (16 X 73)                (d) (21 X 21) + (16 X 73)

 

(B)James was having 2 groups of friends coming to his house over the weekend.  There were 5 people in the first group and 9 people in the second group.  He wanted to have 6 cans of soda available for each of his friends.  He wrote 6(5+9) = n to figure out how much soda he needed.

 

Part A    Rewrite James’ equation to show the distributive property of multiplication.

 

Part B    Solve for n.       6(5+9) =n

 

Read and write whole numbers to trillions

 

(1)  Write the following number in numerical form.

  Six billion, three hundred seven million, fifty-one thousand, one hundred twenty- four.

 

(2)  What place value does the numeral 8 occupy in the number 329,842,970?

 

       Distributive property

 

(1)  Rewrite the following equation to show the distributive property of multiplication over division.

                                      7(15 +4) = n

 

09/27/07

Home Work # 14

Class: 631, 632. 633, and 634

 

Inverse properties of addition and multiplication

 

                              2 X ½ = 1 is an example of what property?

 

(a) associative property of multiplication             (b) identity property of addition

 

© inverse property of multiplication                     (d) zero property of multiplication

 

(1)  What number is the identity property of addition?  Why is it called the identity property?

 

(2)  What number does X equal in each of the following equations?

 

     5 + X = 5

    127 + X = 127

     X + 93 = 93

 

Dividing Decimal Numbers

 

WKBK   Pg. 26 # 10 – 15

 

09/28/07

Home Work # 15

Class: 631, 632. 633, and 634

 

Property Of One and Zero

 

QRMHB   Pg. 75 # 5 – 8

 

(1)   What number must a equal, if a X 62 X 14 = 0

 

(F) 0               (G) 1               (H) 2               (J) 3

 

(2)   What is the value of a, if a = (43x2) x (6x0)?

 

Dividing Decimal Numbers

 

WKBK Pg. 26 # 16 – 22

 

 

10/01/07

Home Work # 16

Class: 631, 632, 633, and 634

 

Property Of One and Zero

QRMHB Pg. 75 # 5 – 8

 

Prime Factorization

WKBK Pg. 36 # 9 – 16

 

10/02/07

Home Work # 17

Class: 631, 632, 633, and 634

 

Associative property, Commutative property, and Zero property

QRMHB Pg. 77 # 28 – 30

 

Distributive property

QRMHB Pg. 77 # 17 – 19

 

Prime Factorization

WKBK Pg. 36 # 17 – 22

 

10/03/07

Home Work # 18

Class: 631, 632, 633, and 634

 

Greatest Common Factor

WKBK Pg. 38 # 7 – 12

 

Factors

QRMHB Pg. 80 – 81 # 1 – 4

 

10/04/07

Home Work # 19

Class: 631, 632, 633, and 634

 

Greatest Common Factor

WKBK Pg. 37 # 1 – 3

 

GCF and LCM

WKBK Pg. 40 # 16 and # 17

 

One property of multiplication, Zero property of addition, and Zero property of multiplication

QRMHB Pg. 77 # 9 – 16

10/05/07

Home Work # 20

Class: 631, 632, 633, and 634

 

Least Common Multiple

WKBK Pg. 40 # 7 – 15

 

Using Expanded Notation

QRMHB Pg. 71 # 5 and # 6

 

Write >,<, or =

QRMHB Pg. 73 # 7 and # 8

 

10/03/07

                        The computer as a private tutor

 

www.aaamath.com

·         Go to appropriate grade

·         Scroll to area to be strengthen

·         Click on desire area

·         Scroll down to quiz

 

 

www.Impactmath.com

 

Parents + Community + School = Success

10/04/07

 

 

OCTOBER PROBLEM OF THE MONTH

 

            What are all the numbers between one and fifty that can be divided evenly by two all the way down to a quotient of one?

 

Example: Sixteen works – 16/2 = 8; 8/2 =4; 4/2 = 2; 2/2 = 1

 

However, twenty – six does not work … 26/2 = 13; 13/2 = 6 ½

 

(If you get a fraction in the quotient, the number does not work)

 

What is the quotient?

10/09/07

Home Work # 21

Class: 631, 632, 633, and 634

 

Adding and Subtracting Fractions with Like Denominators

 

WKBK          Pg. # 1 – 3

                      Pg. # 1 – 3

QRMHB        Pg. 112 # 1 – 4

 

10/10/07

Home Work # 22

Class: 631, 632, 633, and 634

 

Adding and Subtracting Fractions with Unlike Denominators

 

WKBK         Pg. 52 # 7 – 9

                     Pg. 54 # 7 – 9

 

Opposite Of Integers and Absolute Value

QRMHB       Pg. 89 #3 – 6

 

10/11/07

Home Work # 23

Class: 631, 632, 633, and 634

 

Multiply Whole Number by Fractions

WKBK        Pg. 57 # 1 – 3

 

Multiplying Fractions

WKBK       Pg. 55 # 1 – 3

 

QRMHB     Pg. 87 # 4  (Find the factors)

                           #11     (Write the prime factorization)

                           # 17    (Find the GCF for the pair of numbers)

                           # 22    (Find the LCM for the pair of numbers)

 

10/12/07

Home Work # 24

Class: 631, 632, 633, and 634

 

Dividing Fractions

WKBK  Pg. 59 # 1 – 6

 

Express mixed number as an improper fraction

WKBK Pg. 44 # 11 and 12

Express fractions as a mixed number

WKBK Pg. 44 # 15 and 16

 

10/15/07
Home work#25
Class: 631, 632, 633, and 634

QRMHB Pg. 125 # 1 - 5 (Multiply. Reduce to lowest term)
          Pg. 161 # 2 ( Change fraction to percent)
                     #7 ( Change percent to fraction)
                     #9 (Change decimal to percent)
                     # 17 (Change percent to decimal)

10/16/07
Home work#26
Class: 631, 632, 633, and 634

QRMHB Pg. 121 # 5 - 8 (Multiply canceling factors.  Express in lowest terms.)
          Pg. 122 # 9 - 11 ( Find the reciprocal of each number)
          Pg. 123 # 12 - 15 (Multiply mixed numbers.  Reduce to lowest terms.)


10/17/07
Home work#27
Class: 631, 632, 633, and 634

QRMHB  Pg. 123 # 16 - 18 (Divide.  Reduce to lowest terms)
           Pg. 124 # 19 - 21 (Divide mixed numbers)
           Pg. 119 # 16 - 19 ( Add or subtract mixed numbers.  Simplify if possible)

10/19/07
Home work#28
Class: 631, 632, 633, and 634

QRMHB Pg. 125 # 6 - 8 (Find the recoprocal)
                     # 12 - 14 (Multiply mixed numbers)
                     # 23 - 25 ( Divide mixed numbers)
          Pg. 115 # 14 (Adding mixed numbers)



 

10/22/07

Home Work # 29

Class: 631, 632, 633, and 634

 

Simplifying Fractions

WKBK Pg. 41- 42 # 26 – 35

 

10/23/07

Home Work # 30

Class: 631, 632, 633, and 634

 

Simplifying Fractions

WKBK Pg. 41 # 1 – 20 even

 

10/24/07

Home Work # 31

Class: 631, 632, 633, and 634

 

Comparing and Ordering Fractions

WKBK Pg. 49 # 1 – 10 even

 

Simplifying Fractions

WKBK Pg. 41 # 11 – 20 odd

 

10/25/07

Home Work # 32

Class: 631, 632, 633, and 634

 

Order Of Operations

WKBK Pg. 15 # 1 – 8

 

Comparing and Ordering Fractions

WKBK Pg. 49 # 10 and #11

 

Simplifying Fractions

WKBK Pg. 41 # 5

 

10/26/07

Home Work # 33

Class: 631, 632, 633, and 634

 

Order Of Operations

WKBK Pg. 16 # 9 – 19 odd

 

Comparing and Ordering Fractions

WKBK Pg. 50 # 12 and #13

 

Simplifying Fractions

WKBK Pg. 41 # 22 and # 23

 

 

11/05/07

Problem Of the Month

 

NOVEMBER  (Show all working)

 

A school lunch costs $0.85.  You enjoy cafeteria food and buy you lunch every day.  You bring a crisp dollar bill each day and receive the proper amount of change, which you deposit in a piggy bank hidden in your locker.  At the end of the school year, how much money do you have in that bank?  Assume there are 180 schools days in the year

 

11/05/07

Home Work # 39

Class: 631, 632, 633, and 634

 

Metric unit of measure

WKBK Pg. 115 – 116 # 1 – 5

QRMHB Pg. 350 # 1 – 5

 

 

11/06/07

Home Work # 40

Class: 631, 632, 633, and 634

 

Metric unit of measure

WKBK Pg. 116 # 6 – 11

QRMHB Pg. 355 # 1,2,3, and 5

 

 

11/07/07

Home Work “A”

Class: 631, 632, 633, and 634

 

Metric unit of measure

WKBK Pg. 116 # 12 – 15

QRMHB Pg. 365 # 1,2,5,7,8, and 12

 

 

11/07/07

Home Work “B”

Class: 631, 632, 633, and 634

 

Customary units of measure

WKBK Pg. 117 and 118  # 1 – 8

QRMHB Pg. 355 # 4

                Pg. 357# 3 and 4


 

 

11/13/07

Class: 631, 632, 633, and 634

 

 

 

Km      hm      dam    m         dm       cm       mm

____________________________________

 

 

 

METRIC MEASUREMENTS

 

(Rule of Thumb for meters, liters, and grams)

 

EXAMPLE----- Using meters only

 

Kilometers      =     1,000                            Thousand             

Hectometers   =        100                            Hundred

Decameters    =          10                            Ten

Meters            =             1                           One

Decimeters     =             0.1                        Tenth

Centimeters    =             0.01                      Hundredth

Millimeters     =              0.001                    Thousandth

 

Home Work “C”

 

Tell what you would multiply or divide by to change the unit.

 

  1. meters to centimeters
  2. milliliters to liters
  3. kilograms to grams
  4. meters to kilometers
  5. centimeters to millimeters
  6. decimeters to centimeters
  7. grams to hectograms
  8. decagrams to kilograms
  9. liters to deciliters
  10. hectoliters to deciliters

 

 

 

 

11/14/07

Home Work “D”

Class: 631, 632, 633, and 634

 

Metric Measurement – Complete the following

 

  1. 1m = _________Km
  2. 0.1m = _______hm
  3. 0.01m = _______dam
  4. 24 ml = _______cl
  5. 2.4 ml = ________dl
  6. 2.4 ml = _________m
  7. 1 g = _________ kg
  8. 10 g = _________ kg
  9. 100 g = _________kg
  10.  63 g = ___________cg

 

 

CUSTOMARY MEASUREMENTS

 

(Rule of Thumb for inches, feet, yards, gallons, and miles)

 

  1. 1c = 8 fl oz
  2. 1 pt = 2c
  3. 1 qt = 2 pts
  4. 1 gal = 4 qt
  5. 5,280 ft = 1 mi
  6. 36 in = 1 yd

 

 

11/15/07

Home Work “E”

Class: 631, 632, 633, and 634

 

 

Tell what you would multiply or divide by to change the unit.

 

 

  1. feet to inches  = _________________________________
  2. pounds to tons = ________________________________
  3. cups to pints = ___________________________________
  4.  inches to yards = ________________________________
  5.  feet to yards = __________________________________
  6.  quarts to gallons = _______________________________
  7.  pints to gallons = _________________________________
  8. cups to quarts = _________________________________
  9. cups to gallons = _________________________________
  10. pounds to ounces = _______________________________

 

 

 

11/16/07

Home Work “F”

Class: 631, 632, 633, and 634

 

Change to the given unit

 

  1. 20 ft = _______________ in
  2. 10 c = _________________fl oz
  3. 5 gal = ________________ qt
  4. 8 c = __________________ pt
  5. 60 in = ________________ ft
  6. 6 qt = _______________________ pt
  7. 30 yd = _________________ ft
  8. 8 d = __________________ hrs
  9. 2 T = ________________ lbs
  10. 32 pt = ________________ gal

 

 

 

 

 

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