Answer Key - FCPS
Parents’ Information Page
Math is a cumulative discipline; each course builds upon previous concepts with more complexity, more integration, and more independent work. This Summer Math Packet was created to provide extra practice on needed skills to enhance your child’s success in the coming school year.
Here are some ways you can support your child’s efforts:
← Please review the Summer Math Packet with your child.
← Help your child create a timeline for work completion. Your child should complete one unit before moving on to the next. These units do NOT include an entire year’s curriculum. The objectives were carefully chosen to highlight key concepts in the 7th grade curriculum.
← Provide a quiet, organized work space to help your child stay focused.
← It’s ok if you or other adults provide assistance.
← Calculators should not be used unless otherwise indicated.
← Try to make time to review your child’s work at the end of each unit.
o Answer sheets are included in this parent information packet.
← Remind your child to return their Summer Math Packet to their math teacher the first week of school.
← You can access your textbook online at
See the Textbook Navigation Page for more information.
← If you have any questions, you can reach me at Kristen.wolf@.
Thank you for encouraging your child to work on math over the summer!
Level 7 (Course 2)
|Chapter/ Section in |FCPS Indicator |Content Standard/Indicators |
|Text |Number | |
| |MA.700.10 |KNOWLEDGE of ALGEBRA, PATTERNS and FUNCTIONS |
|4-6 |MA.700.10.10 | Complete a function table with a given two operation rule. |
|4-1 |MA.700.10.25 | Write an algebraic expression to represent unknown quantities with one unknown and 1 or 2 operations. |
|1-4; 1-5; 1-6 | MA.700.10.30 | Evaluate an algebraic expression using one unknown and no more than 2 operations. |
|1-3 |MA.700.10.35 | Evaluate numeric expressions using order of operations with no more than 4 operations. |
|4-1;4-2;4-3;4-4;4-5 |MA.700.10.45 | Write equations and inequalities. |
|4-2; 4-3; 4-4 |MA.700.10.50 | Determine the unknown in a linear equation with 1 or 2 operations. |
|4-5 |MA.700.10.55 | Solve for the unknown in an inequality with one variable. |
|4-5 |MA.700.10.60 | Identify or graph solutions of inequalities on a number line. |
|1-4; 1-6; 4-2 |MA.700.10.65 | Apply given formulas to a problem-solving situation using formulas having no more than three variables. |
|3-2 |MA.700.10.70 | Graph rational numbers on a number line. |
|3-3 |MA.700.10.75 | Graph ordered pairs in a coordinate plane. |
| |MA.700.10.85 | Identify and describe the change represented in a table of values; identify increase, decrease or no change. |
| |MA.700.20 |KNOWLEDGE of GEOMETRY |
|10-3 |MA.700.20.05 |Identify and describe angles formed by intersecting lines, rays, or line segments. |
|10-3 |MA.700.20.15 |Determine the measure of angles formed by intersecting lines, line segments, and rays. |
|10-5 |MA.700.20.20 |Determine a missing angle using the sum of the interior angles in a quadrilateral. |
| |MA.700.20.40 |Construct a circle using a given line segment as the radius. |
| |MA.700.20.45 |Construct a line segment congruent to a given line segment. |
| |MA.700.20.50 |Construct a perpendicular bisector to a given line segment or a bisector of a given angle. |
| |MA.700.20.55 |Determine the congruent parts of polygons. |
|10-8; 10-9; 10-9b |MA.700.20.70 |Identify and plot the result of one translation, reflection, or rotation. |
| |MA.700.30 |KNOWLEDGE of MEASUREMENT |
|11-4; 11-5 |MA.700.30.10 |Estimate and determine the area of quadrilaterals using parallelograms or trapezoids. |
|12-4 |MA.700.30.15 |Determine the surface area of geometric solids using rectangular prisms. |
| |MA.700.30.25 |Determine the missing dimensions for a polygon. |
|7-4 |MA.700.30.30 |Determine the distance between 2 points using a drawing and a scale. |
| |MA.700.40 |KNOWLEDGE of STATISTICS |
|2-5 |MA.700.40.05 | Organize and display data use back-to-back stem & leaf plots. |
|2-8 |MA.700.40.15 | Analyze data and recognize the misuses of data. |
|2-8 |MA.700.40.20 | Determine the best choice of a data display for a given data set. |
|2-4 |MA.700.40.25 | Compare the measures of central tendency (mean, median, mode) to determine which is most appropriate. |
| |MA.700.50 |KNOWLEDGE of PROBABILITY |
|9-1; 9-2 |MA.700.50.05 |Identify a sample space and determine the number of outcomes using no more than 3 independent events. |
|9-7 |MA.700.50.10 |Determine the probability of an event comprised of 2 independent events. |
|9-6; 9-6a; 9-6b |MA.700.50.20 |Make predictions and express the probability of the results of a survey or simulation as a fraction, decimal or percent. |
| |MA.700.60 |KNOWLEDGE of NUMBER RELATIONSHIPS COMPUTATION |
|1-2 |MA.700.60.05 | Read, write, and represent whole numbers using exponential notation. |
|Pg 555 |MA.700.60.10 | Express decimals using expanded form. |
|5-3; 7-1; 7-5 |MA.700.60.15 | Determine equivalent forms of rational numbers expressed as fractions, decimals, percents, and ratios. |
|5-8 |MA.700.60.20 | Compare, order, and describe rational numbers. |
|3-4; 3-5; 3-6; 3-7 |MA.700.60.30 | Add, subtract, multiply and divide integers. |
|6-2; 6-3; 6-4 |MA.700.60.35 | Add, subtract, and multiply positive fractions and mixed numbers. |
|1-2; 11-1 |MA.700.60.45 | Calculate powers of integers and square roots of perfect square whole numbers. |
| |MA.700.60.50 | Use the laws of exponents to simplify expressions by using the rules of exponents. |
|1-6 |MA.700.60.55 | Identify and use the properties of addition and multiplication to simplify expressions using the commutative |
| | |property. |
|6-1 |MA.700.60.65 | Estimate to determine approximate sums, differences, products, and quotients. |
|7-1; 7-3 |MA.700.60.75 | Determine equivalent ratios. |
|7-1; 7-2 |MA.700.60.80 | Determine or use ratios, unit rates, and percents in the context of the problem. |
|7-2; 8-2; 8-4; 8-5; 8-6|MA.700.60.85 | Determine rate of increase and decrease, discounts, simple interest, commission, sales tax. |
Textbook Navigation Page
To get to the online version of the book:
1.) Go to
2.) Click Online Student Edition
3.) Enter the following information:
Username: MAC204
Password: traD5U8uP3
4.) Click on Table of Contents – this will bring up
each section of the book. Click on the Section,
followed by the chapter you want. Continue to
use the Bookmark side bar to navigate through
the book and its pages.
**Note: You can not print the book. It is
copyrighted by the publisher. This is for viewing
purposes only.
Answer Key
– For Parent Use ONLY!
Unit: Knowledge of Algebra, Patterns, and Functions
Textbook Sections: 4-6
Objective: Complete a function table with a given two operation rule.
Page: 4
1.)
|C = 3H + 4 |
|H |3H + 4 |C |
|2 |3(2) + 4 |10 |
|4 |3(4) + 4 |16 |
|6 |3(6) + 4 |22 |
|10 |3(10) + 4 |34 |
2.)
|Y = 5X + 2 |
|X |5X + 2 |Y |
|3 |5(3) + 2 |17 |
|6 |5(6) + 2 |32 |
|9 |5(9) + 2 |47 |
|12 |5(12) + 2 |62 |
3.)
|Y = 5X - 3 |
|X |5X – 3 |Y |
|1 |5(1) - 3 |2 |
|2 |5(2) – 3 |7 |
|3 |5(3) – 2 |12 |
|4 |5(4) – 2 |18 |
4.)
|A = 4B - 3 |
|B |4B – 3 |A |
|3 |4(3) – 3 |9 |
|4 |4(4) – 3 |13 |
|5 |4(5) – 3 |17 |
|6 |4(6) – 3 |21 |
5.)
|Y = 2 + 10X |
|X |2 + 10X |Y |
|3 |2 + 10(3) |32 |
|4 |2 + 10(4) |42 |
|5 |2 + 10(5) |52 |
6.)
|6B – 1 = A |
|B |6B – 1 |A |
|8 |6(8) – 1 |47 |
|10 |6(10) – 1 |59 |
|12 |6(12) – 1 |71 |
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Sections: 4-1
Objective: Write an algebraic expression to represent unknown quantities with one unknown and 1 or 2 operations.
Page: 5
1. m – 7
2. 3 ÷ y or [pic]
3. J – 7
4. 3B (B is for “Bob’s marbles”)
5. 3t
6. 2x + 10
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Sections: 1-4, 1-5, 1-6
Objective: Evaluate an algebraic expression using one unknown and no more than 2 operations.
Page: 6
1. 27
2. 96
3. 23
4. 4
5. 3
6. 27
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Section: 1-3
Objective: Evaluate numeric expressions using order of operations with no more than 4 operations.
Page: 7
1. 36
2. 22
3. 19
4. 24
5. 2(8) + 4(5) = 36
6. 8 + 30 ÷ (2 + 4) = 13
(8 + 30) ÷ 2 + 4 = 23
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Sections: 4-1 -- 4-5
Objective: Write equations and inequalities – A
Page: 8
1. 3n – 4 = 14
2. x ÷ 5 = 67 or [pic]
3. 555 = G – 75 or 555 + 75 = G
4. 15 + 3 = B
5. 4.5 ÷ 3 = h ; [pic] or 3h = 4.5
6. 0.06h = 45.84
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Section: 4-1 -- 4-5
Objective: Write equations and inequalities – B
Page: 9
1. 5n > 25
2. N + 6 ≥ 15
3. 24 ÷ n < 7
4. 2c – 5 ≤ 124
5. D ≥ 16
6. 19 + 14c ≤ 65
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Sections: 4-2, 4-3, 4-4
Objective: Determine the unknown in a linear equation with 1 or 2 operations.
Page: 10
1. x = - 3
2. r = - 8
3. t = - 4
4. t = 2.25
5. 3b + 12 = 30; b = 6 buckets of golf balls
6. .55p + 6.99 = 11.94; p = 9 pounds
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Section: 4-5
Objective: Solve for the unknown in an inequality with one variable.
Page: 11
1. y ≤ 9
2. u ≥ 6
3. y < 7
4. x > - 1
5. 70t ≥ 105; t ≥ 1.5 hours
6. 12s + 29 ≤ 80; s ≤ 4.25 so you can buy 4 shirts
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Section: 4-5
Objective: Identify or graph solutions of inequalities on a number line.
Page: 12
1. x ≥ - 3
2. x > 0
3.
4.)
5.)
6.)
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Sections: 1-4, 1-6, 4-2
Objective: Apply given formulas to a problem-solving situation using formulas having no more than three variables.
Page: 13
1. A = 36 cm2
2. A = 42 ft2
3. A = 175.5 cm2
4. V = 420 in3
5. P = 56 ft
6. C = 188.4 m
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Sections: 3-2
Objective: Graph rational numbers on a number line.
Page: 14
1.) A B C D
2.) B A C D
3.) C B A D
4.) A B C D
5.) Day1 Day2 Day3 Day4 Day5
40 45 50 55 60
6.)
X W Y Z V
- 15 -10 - 5 0 5 10 15 20 25
-15 is the smallest
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Section: 3-3
Objective: Graph ordered pairs in a coordinate plane.
Page: 15
1.) P (2, -3) Quadrant 4
Q (-3, -2) Quadrant 3
R (1, 3) Quadrant 1
S (-2, 2) Quadrant 2
2.) A (-1, 1) Quadrant 2
J (3, -5) Quadrant 4
B (5, 5) Quadrant 1
H (-2, -2) Quadrant 3
3.)
4.)
Unit: Knowledge of Algebra, Patterns, and Functions Textbook Section: NONE
Objective: Identify and describe the change represented in a table of values; identify increase, decrease, or no change.
Page: 16
1. As the # of Homework minutes (x) increase, the test grades (y) INCREASE. Test grades increase by 13% for every 10 minutes of homework.
2. As the time (x) increases the distance (y) INCREASES. Distance increases 50 miles every hour.
3. As the temperature (x) increases the Dewpoint (y) DECREASES. Dewpoint decreases by 0.6o each time the temperature was recorded.
4. As the cell phone plan (x) minutes increased, the cost (y) DID NOT CHANGE.
5. As the months (x) increase the total fee INCREASES. The fee increases $22 per month.
6. As the oil changes per year (x) increase the cost of car repairs (y) DECREASES. The cost decreases $300 with each oil change per year.
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Unit: Knowledge of Geometry Textbook Section: 10-3
Objective: Identify and describe angles formed by intersecting lines, rays, or line segments – A
Page: 17
1. Obtuse
2. Acute
3. Right
4. [pic]HJK, [pic]KJL, [pic]LJM
5. 11:11
6. [pic]1 is Obtuse. [pic]2 is Acute.
Unit: Knowledge of Geometry Textbook Section: 10-3
Objective: Identify and describe angles formed by intersecting lines, rays, or line segments - B
Page: 18
1. Supplementary
2. Complementary
3. Neither
4. Neither
5. 1 & 3
6. 7 & 8
Unit: Knowledge of Geometry Textbook Section: 10-3
Objective: Determine the measure of angles formed by intersecting lines, line segments, and rays.
Page: 19
1. 94o
2. 131o
3. 33o
4. 117o
5. Complementary 42o
6. 128o
Unit: Knowledge of Geometry Textbook Section: 10-5 Objective: Determine a missing angle using the sum of the interior angles in a quadrilateral.
Page: 20
1. 92o
2. 111o
3. 85o
4. 77o
5. 80o
6. 116o
Unit: Knowledge of Geometry Textbook Section: NONE
Objective: Construct a circle using a given line segment as the radius.
Page: 21
1 – 4.) Check student’s work. All should be
circles.
Unit: Knowledge of Geometry Textbook Section: NONE
Objective: Construct a line segment congruent to a given line segment.
Page: 22
1 – 6.) Check student’s work. Drawn line
should be the same length as the
given line.
Unit: Knowledge of Geometry Textbook Section: NONE
Objective: Construct a perpendicular bisector to a given line segment or bisector of a given angle - A
Page: 23
1 – 4.) Check student’s work. Bisector
should cut the given line in half.
Unit: Knowledge of Geometry Textbook Section: NONE
Objective: Construct a perpendicular bisector to a given line segment or bisector of a given angle – B
Page: 24
1 – 4.) Check student’s work. Bisector
should cut the angle in half.
Unit: Knowledge of Geometry Textbook Section: NONE
Objective: Determine the congruent parts of polygons.
Page: 25
1.) [pic] [pic] [pic]; [pic] [pic][pic]; [pic][pic][pic]
2.) [pic]; [pic]; [pic];
[pic]
3.) x = 4 cm; y = 5 cm; z = 45o
4.) 40 units
Unit: Knowledge of Geometry Textbook Section: 10-8, 10-9, 10-9b
Objective: Identify the result of one translation, reflection, or rotation – A
Page: 26
1.)
2.)
3.)
4.)
Unit: Knowledge of Geometry Textbook Section: 10-8, 10-9, 10-9b
Objective: Identify the result of one translation, reflection, or rotation – B
Page: 27
1.)
2.)
3.)
4.)
Unit: Knowledge of Geometry Textbook Section: 10-8, 10-9, 10-9b
Objective: Identify the result of one translation, reflection, or rotation – C
Page: 28
1. T’ (2, -4); V’ (1, -2); W’ (5, -2); Z’ (3, -4)
2. T’ (4, 2); V’ (2, 1); W’ (2, 5); Z’ (4, 3)
3. B (-4, 3); C (-3, 3); J (-3, 1); V (-1, 4)
B’ (3, 4); C’ (3, 3); J’ (1, 3); V’ (4, 1)
4. B (-4, 3); C (-3, 3); J (-3, 1); V (-1, 4)
B’ (4, -3); C’ (3, -3); J’ (3, -1); V’ (1, -4)
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Unit: Knowledge of Measurement Textbook Section: 11-4, 11-5
Objective: Estimate and determine the area of quadrilaterals using parallelograms or trapezoids – A.
Page: 29
1. Estimate: 13 x 5 = 65 ft2
Actual: 13.2 x 5 = 66 ft2
2. Estimate: 2 x 2 = 4 cm2
Actual: 2.3 x 2 = 4.6 cm2
3. Estimate: 28 in2
Actual: 28 in2
4. Estimate: 20 x 12 = 240 in2
Actual: 20 x 11.8 = 236 in2
5. Estimate: 350 ft2
Actual: 350 ft2
6. 85,000 ft2
Unit: Knowledge of Measurement Textbook Section: 11-4, 11-5
Objective: Estimate and determine the area of quadrilaterals using parallelograms or trapezoids – B.
Page: 30
1. A = 52.5 in2
2. A = 175.5 cm2
3. A = 39.2 cm2
4. A = 150 mm2
5. A = 57,023 mi2
6. A = 172.5 ft2
Unit: Knowledge of Measurement Textbook Section: 12-4
Objective: Determine the surface area of geometric solids using rectangular prisms.
Page: 31
1. SA = 102 cm2
2. SA = 232 in2
3. SA = 286 ft2
4. SA = 78 ft2
5. SA = 1032 in2
6. SA = 66.7 in2
Unit: Knowledge of Measurement Textbook Section: NONE
Objective: Determine the missing dimensions for a polygon.
Page: 32
1. [pic] = 1.5 in; x = 4.5 ft
2. [pic]= 4 or 4.1 cm; x = 10 m or 10.25 m
3. [pic]= 2.2 cm; x = 26.4 m
4. [pic]=.75 in; x = 6 ft
Unit: Knowledge of Measurement Textbook Section: 7-4
Objective: Determine the distance between 2 points using a drawing and a scale.
Page: 33
1. x = 127 miles
2. x = 3.5 or 3[pic]in
3. x = 16 in
4. x = 150 m
5. x = 77.1 cm
6. x = 63.375 ft
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Unit: Knowledge of Statistics Textbook Section: 2-5
Objective: Organize & Display data use back-to-back stem & leaf plots
Page 34
1. Heights in Inches
Girls Boys
4 9
7 6 4 4 5 3 5 7 7
4 3 2 6 0 1 2 2 3
0 7
Key 54 = 4 5 3 = 53
2.) Points made in the last 10 games
Jaguars Lions
8. 3
4
6 4 5 2 6 8
8 2 6 2 6
4 7 4 8 8
4 2 8
8 9 0 3
2 10
Key 54 = 4 5 2 = 52
3.) Test Scores
Pd 2 Pd 3
8. 3
4
4. 5
4 6 7
8 6 0 7 4 9
9 5 8 3 7
4 9 0 1 1
0 10 0 0
Key 64%= 4 6 7 = 67%
4.) Hours Studied
Shawn Taylor
9 8 3 2 0 0 8 9
4 1 0 1 5 5 6 7 8
1 2 0 2
Key 10 = 0 1 5 = 15
Unit: Knowledge of Statistics Textbook Section: 2-8
Objective: Analyze data and recognize the misuses of data
Page: 35
1.) The scale does not include 0.
2.) The vertical scale is too large.
3.) No title
The scale does not include 0
There are no labels on either axis
The intervals on a scale are not equal
The size of the graphics misrepresents
the data
4.) Change the scale from 0 – 50, with
intervals of 5 or 10
5. Scale is too large and does not start at 0
6. Change the vertical scale from 0 – 1500
Unit: Knowledge of Statistics Textbook Section: 2-8
Objective: Determine the best choice of a data display for a given data set.
Page 36
1. Circle
2. Line
3. Bar
4. Back-to-Back stem & leaf
5. Line
6. Bar
Unit: Knowledge of Statistics Textbook Section: 2-4
Objective: Compare the measures of central tendency (mean, median, mode) to determine which is most appropriate.
Page: 37
1.) Mean = 2,599; Median = 3,190; Mode = none
2.) Mean because all but 1 is above the mean.
3.) Median because there is an outlier in the
data (89) which lowers the mean.
4.) Mean = 17.5; Median = 16.5; Mode = 23
5.) Mode because it is much higher than the
mean and median. Mean or Median because
both are close to the center of the data.
6.) Melissa’s mean is 72%. Michael’s mean is
53%. Melissa’s is correct that her average
is a C. Michael used the median score.
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Unit: Knowledge of Probability Textbook Section: 9-1, 9-2
Objective: Identify a sample space and determine the number of outcomes using no more than 3 independent events.
Page: 38
1.) 6 outcomes 125
2.) SILVER 180
125
RED 180
125
PURPLE 180
3.) Jeans
Blue Khaki
White
Jeans
Yellow Khaki
White
Jeans
Green Khaki
White
Jeans
Purple Khaki
White
4.) 24 outfits
5.) Regular
FULL Midgrade
Premium
Regular
SELF Midgrade
Premium
6.) 6 outcomes
Unit: Knowledge of Probability Textbook Section: 9-7
Objective: Determine the probability of an event comprised of 2 independent events.
Page: 39
1.) [pic]
2.) [pic]
3.) [pic]
4.) [pic]
5.) [pic]
6.) [pic]
Unit: Knowledge of Probability Textbook Section: 9-6, 9-6a, 9-6b
Objective: Make predictions and express probability of the results of a survey or simulation as a fraction, decimal, or percent. - A
Page: 40
1.) [pic]
2.) x = 220 people
3.) [pic]
4.) x = 60 people
5.) x = 150 people
6.) x = 30 people
Unit: Knowledge of Probability Textbook Section: 9-6, 9-6a, 9-6b
Objective: Make predictions and express probability of the results of a survey or simulation as a fraction, decimal, or percent. - B
Page: 41
1.) [pic]
2.) [pic]
3.) [pic]
4.) [pic]
5.) [pic]
6.) [pic]
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 1-2
Objective: Read, write, and represent whole numbers using exponential notation.
Page: 42
1.) 154 = 15 • 15 • 15 • 15
2.) 27 = 2 • 2 • 2 • 2 • 2 • 2 • 2
3.) 73 = 7 • 7 • 7 = 343
4.) 84 = 8 • 8 • 8 • 8 = 4,096
5.) 95
6.) 123
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: Pg 555
Objective: Express decimals using expanded form.
Page: 43
1.) (6 x 1) + (7 x 0.1) + (9 x 0.01)
2.) (6 x 1) + (7 x [pic]) + (9 x [pic])
3.) (7 x 0.001) + (2 x 0.0001)
4.) (6 x [pic]) + (2 x [pic]) + (5 x [pic])
5.) (3 x 1) + (9 x 0.1) + (1 x 0.01) + (5 x 0.001) +
(7 x 0.0001)
6.) (5 x [pic]) + (3 x [pic])
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 5-3, 7-1, 7-5
Objective: Determine equivalent forms of rational numbers expressed as fractions, decimals, percents, and ratios. - A
Page: 44
1.) [pic]
2.) 0.6
3.) 4.625
4.) [pic]
5.) [pic]
6.) [pic]
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 5-3, 7-1, 7-5
Objective: Determine equivalent forms of rational numbers expressed as fractions, decimals, percents, and ratios.- B
Page: 45
1.) 28%; 0.28
2.) 0.19; [pic]
3.) 18%; 0.18
4.) 0.75; [pic]
5.) [pic]
6.) [pic]
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 5-8
Objective: Compare, order, and describe rational numbers.
Page: 46
1.) [pic]; 22%; 0.3
2.) 70%; 0.74; [pic]
3.) >
4.) [pic]
5.) [pic] Large
6.) 0.6; [pic]; 72%
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 3-4, 3-5, 3-6, 3-7
Objective: Add, subtract, multiply and divide integers. – A
Page: 47
1.) - 5
2.) - 21
3.) 5
4.) - 4
5.) 40 – (-45) = 40 + 45 = 85
6.) - 6 + 14 = 8
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 3-4, 3-5, 3-6, 3-7
Objective: Add, subtract, multiply and divide integers. – B
Page: 48
1.) 98
2.) - 14
3.) 45
4.) 12
5.) -12
6.) 11 minutes
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 6-2, 6-3, 6-4
Objective: Add, subtract, and multiply positive fractions and mixed numbers. – A
Page: 49
1.) [pic]
2.) [pic]
3.) [pic]
4.) [pic]
5.) [pic]
6.) [pic]
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 6-2, 6-3, 6-4
Objective: Add, subtract, and multiply positive fractions and mixed numbers. – B
Page: 50
1.) [pic]
2.) [pic]
3.) [pic]
4.) [pic] ; [pic] ; [pic];
[pic]
5.) [pic]
6.) [pic]; [pic]; [pic];
[pic]
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 6-2, 6-3, 6-4
Objective: Add, subtract, and multiply positive fractions and mixed numbers. – C
Page: 51
1.) [pic]
2.) [pic]
3.) [pic]
4.) [pic]
5.) [pic] yards
6.) [pic] are freshman.
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 1-2, 11-1
Objective: Calculate powers of integers and square roots of perfect square whole numbers.
Page: 52
1.) 169
2.) 9
3.) - 64
4.) 10
5.) 4
6.) 6
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: NONE
Objective: Use the laws of exponents to simplify expressions by using the rules of exponents.
Page: 53
1.) 59
2.) 77
3.) 912
4.) 23
5.) a13
6.) xa-b
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 1-6
Objective: Identify and use the properties of addition and multiplication to simplify expressions using the commutative property.
Page: 54
1.) 3(5) + 3(1) = 15 + 3 = 18
2.) Associative property of addition
3.) Commutative property of multiplication
4.) Identity property of addition
5.) Commutative property of addition because
3 + 5 = 5 + 3
6.) 2 x (3 x 5) = 30 Associative property of
Multiplication
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 6-1
Objective: Estimate to determine approximate sums, differences, products, and quotients.
Page: 55
1.) 35 – 18 + 8 = 25
2.) 2 + 4 = 6
3.) 26 x 10 = 260
4.) 4 x 5 = 20
5.) 42 ÷ 7 = 6
6.) 16 ÷ 4 = 4
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 7-1, 7-3
Objective: Determine equivalent ratios.
Page: 56
1.) [pic]; 3ft = 1 yd; [pic]
2.) YES
3.) NO
4.) YES
5.) YES
6.) NO
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 7-1, 7-2
Objective: Determine or use ratios, unit rates, and percents in the context of the problem. – A
Page: 57
1.) 40%
2.) $2.00
3.) 70 miles per hour
4.) 13 words per minute
5.) 250 students
6.) $0.25
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 7-1, 7-2
Objective: Determine or use ratios, unit rates, and percents in the context of the problem. – B
Page: 58
1.) 18 fish
2.) 4 oz.
3.) 30%
4.) 25%
5.) $11.20
6.) 21 members
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 7-2, 8-2, 8-5, 8-6
Objective: Determine rate of increase and decrease, discounts, simple interest, commission, sales tax. – A
Page: 59
1.) 60% DECREASE
2.) $15.60 saved; $23.40 sale price
3.) 19% INCREASE
4.) $22.35 saved; $126.65 sale price
5.) 44.4% INCREASE
6.) 29% DISCOUNT
Unit: Knowledge of Number Relationships &
Computation
Textbook Section: 7-2, 8-2, 8-5, 8-6
Objective: Determine rate of increase and decrease, discounts, simple interest, commission, sales tax. – B
Page: 60
1.) $5.10 Tax; $90.10 Total
2.) $0.67 Tax; $10.57 Total
3.) $163.80 interest earned
4.) $21,316.10 commission earned
5.) $12,960 interest earned; $20,960 Total
6.) $57,335 total sold; $4,013.45 Commission
earned
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