stm summer learning packet summer 2021
TRANSCRIPT
STM Summer Learning Packet Summer 2021
Student Entering Grade 8
STM has a long-standing practice of sending home a summer learning packet for students at each grade level. The purpose of these learning packets is to provide families with some guidance and structure for academic work over the summer months. Working on academic tasks over the summer will help students practice and reinforce essential skills, working to lessen the "summer slide" - or regression in skills - that is often seen when students disengage from all academic work for an extended period of time. This packet provides directions on some recommended Summer Reading and Summer Math activities. We are encouraging all students to complete the contents of this packet. and to turn it in to their teacher in the fall; however, this will not be a required and graded task this year.
READING 1. Read novels! Challenge yourself to read from a variety of genres. For books that you finish,
complete the attached book report. Use the "Summer Read-Oh" chart from Ms. Watters to give you some additional direction and challenge! Goal: At least one full length novel and completed book report form.
2. a. Read nonfiction articles! Look for in-print or online articles from newspapers, magazines, or other reliable news sources. These should be in the field of science or social studies (topics on the environment, economics, political or civic issues, technology ... not entertainment or sports news). b. Respond: Complete a two paragraph report for each article: a one-paragraph summary of the article's information and a one-paragraph reflection of your perspective on the issue (your opinion, further questions, etc.). Goal: Read and report on at least three articles.
MATH 1. Math Skills Packet: Complete the attached packet of skills. Show all work and mathematical
steps (can be done on separate paper or on the handout if space allows). Check your answers with the given answer key. Goal: Complete the packet, show your work, and check your answers for accuracy.
2. Remember that you can also pursue some additional skill building through online resources such as Khan Academy or IXL.
My Book Report Name._·_· _____ __._ ____________ Date ___________ _
Book Title. ___________________ No. of Pages. _____ _
Author ___________________ Genre. __________ _
Publisher ______________________________ _
Names of Main Characters
Where does the story take place? _____________________ _
When does the story take place? ___________________ _
Character Study Choose one main character to describe. (Use complete sentences) Name of Character ___________________________ _
1.
2.
3.
4.
Physical Likeness (What does the character look like?)
Personality (What kind of person is the character?)
Desire (What does he/she want?)
Accomplishment (How does he/she get what he/she. wants? Or what keeps he/she from getting it?) ·
5. How does the main character change?
Vocabulaey As you read, find three words that you don't understand, or are difficult. Look them up and give the following information. 1. Word, ____________________ Page Number _____ _
Definition ______________________ .....;... ______ _
Your own sentence:
2. Word ____________________ Page Number _____ _
Definition _____________________________ _
Your own sentence:
3. Word. ____________________ Page Number _____ _
Definition _____________________________ _
Your own sentence:
Your Opinion Did you like the book? _________________ _
Why or why not? ___________________________ _
Tell an interesting fact or lesson you learned from this story .. ____________ _
Name _________________ Date _____ Class ____ _
D.@1J Are You Ready? -- Exponents Using an exponent is a shorthand way of writing out the multiplication of the same number one or more times.
Understanding Exponents Writing Exponents Reading Exponents
An exponent tells how many The base is written as a The product of repeated times a base number ( or standard number (or variable). factors is called a power. variable) is used as a factor. The exponent is written as a Read 65 as "6 raised to the
superscript. fifth power'' or the "fifth power of 6."
Example: Examples: Special cases: The second In the expression 43
, the 6 . 6 . 6 . 6 . 6 = 65 and third powers of numbers base, 4, is a factor 3 times or 4 have special names: 72 can g · g·g·g=g 4 · 4 · 4. (-5) · (-5) · (-5) = (-5) 3 be read as "7 squared" and
93 can be read as "9 cubed."
Practice on Your Own Write each expression as a multiplication of factors.
1. 94 ______ 2. 15 _____ _ 3.x3 ___ _
4. 82 ------ 5. (-2) 3
----- 6. p6 _____ _
Write each expression using a base and an exponent.
7. 10 · 10 · 10 · 10 · 10 · 10 __ 8. 12 · 12 · 12 · 12 --
9. m · m · m · m · m --- 10. five raised to the sixth power __ _
11 . nine squared __ _ 12. p cubed __ _
Check Write each expression as a multiplication of factors.
13. 24 _____ 14. (-4) 2 _____ _ 15. h5 ------
Write each expression using a base and an exponent.
16. 25·25 · 25 __ 17. s · s · s · s __ _
18. eight cubed __ _ 19. four raised to the first power __ _
Copyright 10 by Holl, Rinehart and Winston. All rights rsse,ved. 26 Holt Algebra 1
Name _________________ Date ___ __ Class _ _ __ _
sK1LL Are You Ready? Fractions, Decimals, and Percents
From a fraction
From a percent
From a decimal
From a fraction
Divide the numerator by the denominator.
Drop the% symbol and place a decimal after the last digit. Move the decimal 2 places to the left.
Move the decimal 2 places to the . right and add the % symbol.
First write as a decimal by dividing. Then move the decimal 2 places to the right and add the % symbol.
Practice on Your Own Write the equivalent decimal.
1 1. 2
17 5· 20
2. 28%
6. 6%
Write the equivalent percent.
3 9. 4 10. 0.6
5 13. 8 14. 0.45
Check Write the equivalent decimal.
17. 97% 4 18. 5
Write the equivalent percent.
3 11. 10
6 15. 5
19. 2.5%
Example: ¾ = 1 + 4 = 0.25
Example: 25% = 2 5. = 0.25 \.A../ ,.__
Example: 0.225 = 0.2 2 5 = 22.5% \.A../ --+
Example: i = 1 + 5 = 063 = 20%
4. 84%
8. 150%
12. 0.09
16. 1.25
11 20· 100
--+
21. 0.8 2 22. 5 23. 0.055 31 24. 50
Copynghl (Cl by Holl. Rinehan and Wins 1011 . All nghls reserved. 40 Holt Algebra 1
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Name----------------- Date _____ Class ____ _
1:.SK1LLII Are You Ready? ~- Choose an Appropriate Measure Choosing an appropriate measure depends on the object being measured and what makes sense for that object.
Most Common Units of Measure Length Weight (Mass) Capacity
inches (in.) fluid ounces (fl oz) feet (ft) ounces (oz)
yards (yd) pounds (lb) cups (c)
miles (mi) tons (T) pints (pt)
centimeters (cm) grams (g) quarts (qt)
meters (m) kilograms (kg) gallons (gal)
kilometers (km) liters (L)
Example: What measure would you use to weigh an automobile?
Answer: Ounces and pounds do not make sense, because they are much too small. An automobile most likely weighs one to two tons, so tons is the better measure.
Practice on Your Own For each object, circle the better measurement.
1. length of a football field: 100 ft or 1 00 yd
3. height of a coffee table: 1 .5 ft or 5 yd
5. airplane speed: 3000 mph or 300 mph
7. diameter of a car tire: 3 ft or 15 in.
Check
2. length of a sofa: 6 ft or 6 yd
4. mass of an ant: 0.1 g or 0.1 lb
6. height of a 6-year old: 5 ft or 2.5 ft
8. capacity of a teacup: 8 oz or 1 gal
For each object, circle the better measurement.
9. height of a paperback book: 1 ft or 6 in. 10. length of a tropical fish: 6 ft or 6 in.
11 . diameter of a dinner plate: 25 cm or 1 m
13. diameter of a wedding ring: 2 cm or 1 m
15. capacity of a water tower: 50,000 gal or 50,000 pt
12. height of a cow: 5 ft or 5 yd
14. weight of a TV set: 30 lbs or 30 oz
16. distance of a marathon: 26 mi or 2600 yd
t) ,
Name ---------------- Date _____ Class ____ _
sKtLL Are You Ready? Multiply and Divide Fractions
General Operation Reminder•
Multiplying Fractions Dividing Fractions
Step 1 : Multiply the numerators. Multiply the Step 1 : Find the reciprocal of the divisor denominators. (the second fraction) and rewrite the
Step 2: Write the answer in simplest form. problem as a multiplication problem. Divide by the greatest common Step 2: Multiply the numerators. Multiply the factor If needed. denominators.
Step 3: Write the answer in simplest form. Divide by the greatest common factor if needed.
Example 1 : Multiply x ¾- Example 2: Divide i + ¾, 2 3 2X3 6 5 x 4 = 5 x 4 = 20 GCF of 6 and 20 is 2. 1 . 3 1 4 4
6 -:- 4 = 6 x 3 = Ts GCF of 4 and 18 is 2.
6 6 + 2 3 3 20 = 20 + 2 = 10. The product is 10. 4 4 + 2 2 2
18 = 18 + 2 = 9. The product is 9.
Practice on Your Own Multiply or divide. Give your answer in simplest form.
4 1 3 . 1 2 1 1 · 5 X 3 2· 4 ..,.. 4 a. 9 X 2
5 _1 X 1 . 7 4
Check
6. 1~ + 4 9 7. 10 X 5
Multiply or divide. Give your answer in simplest form.
1 1 10 2 . 3 11 5 4 g_ 9 X 2 ' 5 -:- 5 . 8 X 7
7 1 13. T2 X ?
Copyright a:, by 1-1011. RlnehDl1 nnd Wins1on. All , lghlO rocorvad,
14. + 6 3 15. 4 X 2
106
8. 8 +;
12 9 . 1 · TT~TT
16. 12 + !
Holt Algebra 1
Name ________________ Date _____ Class ____ _
Are You Ready? Add and Subtract Fractions
General Operation Reminders
Adding and Subtracting Fractions
Like Fractions (same denominators) Unlike Fractions (different denominators)
Step 1 : Add or subtract the numerators. Step 1: Find the least common denominator Step 2: Write the sum or difference of the (LCD) and then rewrite each fraction
numerators over the denominator. so that its denominator is the LCD. Step 3: Write the answer in simplest form. Step 2: Follow the steps for adding or
subtracting like fractions.
Example 1: Add~ + ~- Example 2: Subtract 1 J -! . 1+5 - 1 + 5 6 (GCF of 6 and 8 is 2.) Rewrite 1 ½ as l The LCD of 2 and 4 is 4. = -a a- 8 8 6 6 + 2 3 The sum is!- 3 2 6 a=a + 2=4 2X2 = 4~6 3 3 The difference
4-4 - 4 . 3 IS 4.
Practice on Your Own Add or subtract. Give your answer in simplest form.
2 1 5 2 2 1 1 · 5 + 5 2· 7 - 7 3· 5 + 10
Check
7 3 6· 8 + 4
Add or subtract. Give your answer in simplest form.
6 3 9· TT+ TT
7 3 13. 18 - 8
Copyright © by Holt. Rinehart and Winston. All rights reserved.
7 ·3 14. 10 + 5
108
4 1 4· 9 - 3
2 1 5 8· 3 + 6 + 12
7 1 12. 12 - 4
1 4 3 16· 5 + T5 + To
Holt Algebra 1
Name ________________ Date _____ Class ____ _
N""1.II Are You Ready? ,p Percent Problems Multiplying by percents:
Step 1: Change the percent to a decimal by dropping the % symbol and moving the decimal point two places to the left.
Step 2: Multiply using rules for decimal multiplication.
Translating a percent problem into an equation:
Rewrite the percent as a decimal and then use the translations at the right to rewrite the problem as an equation.
Word Mathematical Translation
Example: What is 30% of 90?
+ + + i + n = 0.30 X 90
n = 27
Practice on Your Own Multiply.
1. 0.25 X 72
Answer each question.
5. What is 12% of 50?
7. What is 22% of 150?
9. What is 50% of 168?
Check Multiply.
2. 0.15 X 60
11. 0.08 X 250 12. 0.35 X 60
Answer each question.
15. What is 3% of 200?
17. What is 45% of 180?
Copy right Cl by Holt, Rinehart and Winston. All nghts reserved.
what an unknown quantity, such as nor x
is equals or= of multiplication or · or x or ( )
3. 0.20 X 1400 4. 0.06 X 500
6. What is 70% of 30?
8. What is 10% of 450?
1 O. What is 65% of 4000?
13. 0.40 X 600 14. 0.75 X 480
16. What is 20% of 115?
18. What is 95% of 300?
110 Holt Algebra 1
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Name _______________ Date ____ Class ____ _
~wllll Are You Ready? ii= Add, and Subtract Integers Adding Integers
Subtracting Integers Same Signs Opposite Signs
Step 1 : Ignore the signs. Step 1 : Ignore the signs.
Step 2: Add the two Step 2: Subtract the smaller Instead of subtracting, add
numbers. number from the larger number. the opposite of the second number and then use the rules
Step 3: Add the sign of the Step 3: Add the sign of the for adding integers. larger number to the answer. larger number to the answer.
Example 1: Add -3 + (-9). Example 2: Add 7 + (-12). Example 3: Subtract 6 - (-3).
3 + 9 = 12 12 - 7 = 5
Since both numbers are Since the larger number The opposite of -3 is 3. negative,. the answer is also is negative ( 12 > 7), the 6+3=9
negative. answer is also negative. -3 + (-9) = -12 7 + (-12) = -5
Practice on Your Own Perform each indicated operation.
1. -11 + 16 2. -22 + 18 3. 15 - (-10) 4. -3 - 14
5. 20 + (-9) 6. -6 + (- 5) 7. 6 - (-13) 8. 8 - 14
9. -100 + 95 10. -7 + (-10) 11. -10-(-10) 12. -25 - (-40)
Check Perform ea..ch indicated operation.
13. -2 + 8
17. 40 + (-35)
Copyright© by Holt, Rinehart and Winston. Atl rights reserved.
14. 10 - 18
18. -17 - 4
1~. 14 + (-21) 16. 7 - (-3)
19. -12 + 12 20. 18 - ( -13)
114 Holt Algebra 1
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Name ________________ u ate _____ Class ____ _
a;.a Are You Ready? Multiply and Divide Integers
Multiplying and Dividing Integers
Like Signs Unlike Signs
Rule: When multiplying or dividing two Rule: When multiplying or dividing two -integers with like signs (both positive or both integers with unlike signs (one positive and negative), the product or quotient is always one negative), the product or quotient is positive. always negative.
Example 1: Multiply -5(-10). Example 2: Divide 27 -:- (-9). The signs are the same so the product is +50. The signs are different so the quotient is -3.
Practice on Your Own Perform each indicated operation.
1. 5(-3) 2. 24 7 (-6)
5. -9(-7) 6. -18 7 (-3)
9. 13(2) 1 o. -_4-,9
Check Perform each indicated operation.
13. 7(-10)
17. -4(-16)
Copyright © by Holl. Rinehart and Winston All rights reserved .
14. -42 7 (-7)
18. -144 --'- 12
3. -11(5)
7. -25(6)
11. -8(4)
15. -8(9)
19. -3(-3)
116
4. -40 7 5
-60 8.~
48 12. -16
16. 35-:--(-5)
-120 20. -10
Holt Algebra 1
Name ________________ Date ____ Class ____ _
&iii Are You Ready? Order of Operations
The Correct Order of Operations
1. Parentheses 2. Exponents 3. Multiply / Divide 4. Add / Subtract (left to right) (left to right)
One way to remember the correct order: Please excuse my dear Aunt Sally.
Example 1 Evaluate 8 - 2 · 3.
L_J 8 - 6 I I
0
Practice on Your Own Evaluate each expression.
1.(5+1)-3
4. 24-;- 3 - 5
7. 7 2 + 1
10. 8 + 7 · 5
Check
Example 2 Evaluate (6 + 4) 2
--;- 5. L..._J
10 2 -:- 5 LJ 100 + 5
L__J
@
2. 8 · 8 + 16
5. (8 + 10) + 3
8. 72 -:- 23
11.3·6-2·9
Find the absolute value of each expression.
13. (6 + 10) -:-4
16. 15 - 3 + 10
Copyright© by Holt. Rinehart and Winston. All rights reseNecf.
14. 40 - 4 · 10
17. 4. 8--;- 42
122
Example 3 Evaluate 2 3 + 4 · 3 - 6.
LJ 8+4· 3-6
L_J 8 + 12 - 6 L,_J
20 - 6 L___J
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3. 6 · 5 + 1
6. 20 + 1 - 7
9. 21 + 15 + 3
12. (4 + 2) 2 -:- 9
15. 5 · 10 -:- 2
18. 8 · 5 + 3 · 6
Holt Algebra 1
l'fQIIIQ --------------- Utllt:I - --- vlass ____ _
lirll Are You Ready? n: Connect Words and Algebra To connect words and algebra, you must understand the operations involved and how to represent them. Key 'M>t"ds are helpful in detennining the operations.
Key Words Operation or Representation a number; an unknown quantity any variable, such as x: or n Twice, three times, etc. multiplication (2n, 3n, etc.) sum; more than; increased by addition ( +) difference; less than; decreased by subtraction ( - ) each; per multiplication is; equals =
Example: Jared must cut 6 lawns over the weekend. Each of the lawns takes 2 hours to cut. Write an equation rep~ting the total time tto cut all 6 lawns.
Answer: Since lawn takes 2 hours, multiply 2 times the number of 1 . lawns to get the total time: t = 6(2).
Practice on Your Own 1. Write an expression that represents the quantity 5 more than a number. __ _
2. Write a phrase that could be model~ by the expression x - 15. ____ _
3. John bought 3 CDs and 2 DVDs. Each CD costs $9.95, and each DVD costs
$14.98. Write an equation representing the total cost C. _______ _
4. A triangle has sides of length 7, 10, and s. Write an equation representing the perimeter P of the triangle. ___________________ _
5. The value of a painting begins at $12,000 and increases by $500 per year. Write an equation representing the vatue V of the painting at the end of any given year y. _____________________ _
6. David has 56 baseball cards of which he sells 3 cards per week. Write an equation representing the number of cards n he has left at the end of any
given week w.
Check 7. Write an expression that represents a number decreased by 6.
8. Tina bought 6 plates and 2 glasses. Each plate costs $6.99, and each glass
costs $22.98. Write an equation representing the total cost C. _____ _
9. Joseph opens a checking account with $400. Each month he adds $150 to the account. Write an equation representing the total amount A in the account at the
end of any given month m. Copyright C by Holt, Rinehart and Wlnston, All rtghta rN&rved. 128 Holt Algebra 1
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Name-------------- - Uctle ---- via;:,;:, ____ _
lf"II Are You Ready? 31 Evaluate Expressions
To evaluate a variable expression, replace the variable(s) with the given value(s) and use the order of operations to simplify.
Example 1: Evaluate 1 Oy + 3 for y = 6. 1 o y + 3 = 10(6) + 3 Replace y with 6 since 6 is the given value.
= 60 + 3 Order of operations says to multiply first.
= 63 Add.
Example 2: Evaluate -6p - 15 for p = -4. -6p - 15 = -6(-4) - 15 Replace p with -4 since -4 is the given value.
= 24 - 15 =9
Practice on Your Own
Order of operations says to multiply first. Subtract.
Evaluate each expression for the given value of the variable.
1. 7x + 1 for x = 5 2. am - 12 for m = 5 3. 2y + 9 for y = -6
4. 6p - 3 for p = -4 5. 27 - 9x for x = 2 6. 1 O + 4q for q = -3
7. - 7 c + 11 for c = 3 8. }t + 5 for t = 9 9.1m - 16 form= 20
Check Evaluate each expression for the given value of the variable.
10. 2n - 3 for n = 9 11. x + ·7 for x = -5 12. 15 - 3h for h = 5
13. 15 - 7m form= 3
Copyright e by Holt, Rinehart and Winston. All rights reserved.
14. -5a - 9 for a = -1
132
15.1y+ (-4) for y= 12
Holt AJgebra 1
-~- Are You Ready? ff. Solve One-Step Equations -
To solve a one-step equation, do the inverse of whatever operation is being done to the variable. Remember, because it is an equation, what is done to one side of the equation must also be done to the other side.
X + 5 = 15 -5 -5
X = 10
7x= 42 7x 42 7= 7 x=6
Practice on Your Own Solve.
1. m - 5 = 9
5. 4y = -12
X 9. 4 = -1
Check Solve.
13. 3x = 15
17. z - 2 = -17
h 2. 6 = -3
6. k + 9 = -3
10. 5 +h = 16
14. C - 11 = 1
w 18. 4 = 12
x- 8 = -3 +8 +8
X = 5
X -= -3 12 X 12·-=-3·12 12 x= -36
3. 6x= 54 4. b + 15 = 25
7. p - 7 = -2 t 8. 3 = 7
11. -12x= -24 12. r- 2 = -9
15. d + 9 = 5 s 16. 6 = -5
19. -10b = 120 20. X + 99 = 1 00
•
~ghl C by Holt. Rinehart and Winston. All nghts reserved. 148 Holt Algebra 1
Summer Math Packet - Answer Key
Students entering 8th Grade
1 SKILL 7 ANSWERS: 9. 75% 12. 5ft 5. 13
Practice on Your Own 10. 60% 13. 2 cm 5 s. 18 1. 9 · 9 · 9 · 9 11. 30% ,. 14. 30 lbs 5
7. 6 2. 1 · 1 · 1 · 1 · 1 12. 9% 15. 50,000 gal 1 8. 14 3. X · X· X 13. 62.5% ----~mt Check -- -4. 8 · 8 14. 45% SKILL 47 ANSWERS: 9
5. (-2) · (-2) · (-2) I 15. 120% 9. TT
Practice on Your Own 2 6. p . p . p . p . p . p 16. 125% 4
10. 3 1· 15 5 7. 106 Check 2. 3
11. 14 1
8. 124 17. 0.97 1 12. 3 3. 9 1 9. m5 18. 0.8 1 13. 12
10. 56 4. 12
3 19. 0.025 1 14. 110
11. 92 20. 0.11 5. 7 3
1 15. 8 12. p3 21. 80% 6. IT 23
1 16. 30 Check 22. 40% 7. 42
8. 6 SKILL 49 ANSWERS: 13. 2 · 2 · 2 · 2 23. 5.5%
14. (-4) · (-4) 24. 62% Check Practice on Your Own 1
15. h · h · h · h · h 9· 18 1. 18
iSKILL 19 ANSWERS: 2 2. 9 16. 253 10. 3 Practice on Your Own 5 3. 280 17. s4
1. 100 yd 11. 14
18. 83 ! 12. 9 4. 30
2. 6 ft 1 5. 6 19. 4 1 or 4 3. 1.5 ft
13. 12 1 6. 21
SKILL 14 AN.SWERS: 1 14. 7 4. 10 gram 1 7. 33
Practice on. Your Own 5. 300 mph 15. 12 8. 45 1. 0.5 16. 15 9. 84 6. 2.5 ft 2. 0.28 7. 15 in. SKILL 48 ANSWERS: 10. 2600 3. 0.7 8. 8 oz Practice on Your Own Check 4. 0.84 3 11. 20 Check 1. 5 5. 0.85
9. 6 in. 3 12. 21 2. 7 6. 0.06
10. 6 in. 1 13. 240 3. 2
7. 0.375 11. 25 cm 1 14. 360
8. 1.5 4,g
15. 6
16. 23
17. 81
18. 285
SKILL 51 ANSWERS:
Practice on Your Own
1. 5
2. -4
3. 25
4. -17
5. 11
6. -11
7. 19
8. -6
9. -5
10. -17
11. 0
12. 15
Check
13. 6
14. -8
15. -7
16. 10
17. 5
18. -21
19. 0
20. 31
SKILL 52 ANSWERS:
Practice on Your Own
1. -15
2. -4
Summer Math Packet - Answer Key
Students entering 8th Gra,de
3. -55
4. -8
5. 63 ,
6. 6
7. -150
8. -15
9. 26
10. 7
11. -32
1.2. -3
Check
13. -70
14. 6
15. -72
16. -7
17. 64
18. -12
19. 9
20. 12
Check
13. 4
14. 0
15. 25
16. 22
17. 2
18. 58
SKILL 58 ANSWERS:
Practice on .Your Own
1. 5 + n 2. a number decreased by 15; 15 less the
a number; the difference between a number and 15; etc.
3. C = 3(9.95} + 2(14.98)
4. P = 7 + 10 + s
5. V = 12,000 + 500y
6. n = 56 - 3w
Check
7. n- 6 8. C = 6(6.99} + 2(22.98)
9. A = 400 + 150m
:sKILL 60 ANSWERS:
Practice on Your Own
1. 36
i. 28
3. -3 SKILL 68 ANSWERS:
SKILL 55 ANSWERS: ~;__,.--------- Practice on Your Own
Practice on Your Own
1. 3
2. 4
3. 31
4. 3
5. 6
6. 14
7. 50
8. 9
9. 26
10. 43
11. 0
12. 4
4. -27
5. 9
6. -2
7. -10
8. 8
9. -6 Check
10. 15
11. 2 12. 0
13. -6
14. -4
15. 2
1. m = 14 Check
2. h = -18 13. X = 5
3. x= 9 14. C = 12
4. b = 10 15.d=-4
5. y = -3 16. s = - .30
& • . k = -12 17.z=-15 '
7. p = 5 18. W= 48
8. t = 21 19. b = -12
9. X = -4 20. X = 1
10. h = 11
11. X = 2
12. r = -7