Chapter 1 Test Form K · 2019. 9. 5. · Using your model, predict the price of a 250 ft2 tarp....

Name Class Date

Prentice Hall Foundations Algebra 2 • Teaching ResourcesCopyright © by Pearson Education, Inc., or its affiliates. All Rights Reserved.

67

Chapter 1 Test Form K

Do you know HOW?

Identify a pattern and fi nd the next three numbers in the pattern.

1. 25, 21, 3, 7, c 2. 64, 32, 16, 8, c

3. What properties of real numbers are illustrated by each equation below? a. 28 1 3 5 3 1 (28) b. 4 1 (24) 5 0 c. 2(8 1 t) 5 2 ? 8 1 2 ? t

d. 78 ?87 5 1

Evaluate the expression for the given value of the variable.

4. a2 2 2(a 1 1); a 5 3 5. 5(2s 2 1) 2 3(s 1 2); s 5 4

6. Th e expression 15 1 5x models the daily cost in dollars of renting scuba gear from the water sports store. In the expression, x represents the number of hours the scuba gear is used. What is the cost of renting scuba gear for a day when the gear is used for 3 hours?

Solve each equation.

7. 2r 1 2 5 3r 2 5 8. 8(t 1 1) 5 64

Solve each equation for x. State any restrictions on the variables.

9. xt 2 18 1 3 5 a 10. 6x 2 1

5 5 y

Each term is 4 more than the previous term; 11, 15, 19

1

7

17

7

$30

Commutative Property of AdditionInverse Property of Addition

Distributive Property

Inverse Property of Multiplication

Each term is half of the previous term; 4, 2, 1

x 5 8a 2 23t ; t u 0 x 55y 1 1

6

Name Class Date


68

Write an equation and solve the problem.

11. Two buses leave Columbus, Ohio at the same time and travel in opposite directions. One bus averages 55 mi/h and the other bus averages 48 mi/h. When will they be 618 mi apart?

Solve each inequality. Graph the solution.

12. 2n 1 1 $ 7 13. 2a 1 5 , 6a 1 1

Solve each compound inequality. Graph the solutions.

14. 3x # 26 or 2x 1 1 $ 3 15. 22t 1 2 , 4 and 2t , 6

Solve each equation. Check for extraneous solutions.

16. u 3x 1 3 u 5 18 17. u b 1 2 u 5 2b

18. Th e weatherman announced that the temperature T over the next few weeks will be at least 648F and at most 788F. Write an absolute value inequality for the temperature over the next few weeks.

Do you UNDERSTAND?

19. What is another name for the multiplicative inverse?

20. Reasoning Explain in words why 2 u x u , 24 has no solution.

21. Open-Ended What is the diff erence between simplifying an expression and evaluating an expression?

Chapter 1 Test (continued) Form K

6 h

210 3 4 5 6 210 3 4 5 6

n L 3 a S 1

21 R t R 3

x 5 5 or x 5 27

»T 2 71… K 7

x K 22 or x L 1

b 5 2

�3 �2 �1 0 1 2 3 �3 �2 �1 0 1 2 3

reciprocal

Answers may vary. Sample: Dividing both sides by 2 gives |x| R 22. The absolute value of any number must be nonnegative, so the inequality has no solution.

Answers may vary. Sample: Simplifying an expression is rewriting it using the properties of real numbers and combining like terms, resulting in a simpler expression. Evaluating an expression is substituting values for the variables, resulting in a numerical value.


87

Name Class Date

Do you know HOW?

Determine whether each relation is a function.

1. 5(0, 2), (4, 3), (5, 5), (4, 7)6 2. 5(21, 0), (25, 2), (0, 4), (2, 28)6

Evaluate each function for the given value of x, and write the input x and output f(x) as an ordered pair.

3. f (x) 5 7x 1 5 for x 5 22 4. f (x) 514 x 2 6 for x 5 8

For each function, determine whether y varies directly with x. If so, fi nd the constant of variation, and write the function rule.

5. 6.

Graph each equation.

7. 4x 2 3y 5 22 8. 3 1 x 1 y 5 0

Write in point-slope form an equation of the line through each pair of points.

9. (5, 8) and (0, 22) 10. (1, 3) and (6, 22)


x y

3

5

8

12

20

32

x y

6

9

15

11

14

20

no

(22, 29)

yes; k 5 4; y 5 4x no

(8, 24)

yes

x

y

�2�2

2

2

Ox

y

�4

2

y 2 8 5 2(x 2 5) or y 1 2 5 2(x 2 0)

y 2 3 5 2(x 2 1) or y 1 2 5 2(x 2 6)


88

Name Class Date

Write the function rule g(x) for the given transformations applied to the graph of f (x) 5 x2.

11. 4 units down, 12. 7 units up, 1 unit left 3 units right

Graph each equation. Th en describe the transformation from the parent function f (x) 5 |x|.

13. y 5 |x 2 2| 14. y 5 2|x|

Graph each absolute-value inequality.

15. y , u 3x u 1 1 16. y 2 3 $ u x 1 5 u

Do you UNDERSTAND?

17. If y varies directly with x and y 5 18 when x 5 6, what is the constant of variation? Find the value of y when x 5 10.

18. Open-Ended Graph a line that has a slope that is undefi ned.

19. Suppose you manufacture and sell tarps. Th e table at the right displays your current sizes and prices.

a. Draw a scatter plot showing the relationship between the area of a tarp and its price. Use area as the independent variable.

b. Draw a trend line and write the equation. c. Reasoning Is this an accurate model? Explain. d. Using your model, predict the price of a 250 ft2 tarp.


PriceSize (ft2)354880120192200320

$1.39$1.99$3.19$4.79$7.69$7.99$12.79

y

x48

1214

100 200 300

g( x) 5 (x 1 1)2 2 4

translation 2 units right refl ection in the x-axis

g( x) 5 (x 2 3)2 1 7

b. Equations should be close to y 5 0.04x 1 0.02c. Yes; all the points are very close to the line, so the

linear model is accurate.d. about $10.02

O

2

4

y

x2�2 4

O

�2

�4

yx

2�2�4 4

O x

y

�2 2

2

4

Ox

y

�2�4�6

2

4

6

k 5 3; y 5 30

Answers may vary. Sample: a graph of any vertical line

Name Class Date


67


Do you know HOW?

Solve each system by substitution or elimination.

1. e 2x 2 y 5 76x 2 3y 5 14

2. e 5x 1 2y 5 1226x 2 2y 5 214

3. e 5x 1 2y 5 284x 1 3y 5 2

Graph the solution of each system.

4. e y $ 22x 1 3y , x

5. e y 2 1 # 3xy 1 1 # x

6. e y . 2x 1 4y # 2x 1 1

7. You have 13 bills in your wallet in $1, $5, and $10 bills. Th ere are twice as many $1 bills as $5 bills. Th e number of $10 bills is one more than the number of $5 bills. How many of each bill do you have? How much money do you have?

Graph the system of constraints. Identify all vertices. Find the values of x and y that maximize or minimize the objective function. Th en fi nd the maximum or minimum value.

8. •y # 2x 1 74y # x 1 8

x $ 0, y $ 0

Maximize for P 5 5x 1 2y

y

x

�2�2

2

�4

�4 4

y

x

�2

2

�4

�4 42

y

x

�2

2

4

6

42

y

x

4

6

4 6A(0, 0)

B(0, 2)

D(7, 0)

C(4, 3)

2

no solution (2, 1) (24, 6)

six $1 bills, three $5 bills, four $10 bills; $61

max P at (7, 0) 5 35

Name Class Date


68


9. What is the solution of the system represented by the matrix? C 2 21 23 2 2121 23 2

† 12

0

11

S (24, 1, 3) (1, 24, 3) (3, 24, 1) (1, 3, 24)

Do you UNDERSTAND?

10. Writing Explain how you determine whether a system of linear equations is independent, dependent, or inconsistent without graphing the lines.

11. Mechanic A charges $45 for car repairs and $80 for each hour spent on your car. Mechanic B charges $60 for repairs and $60 for each hour spent on your car.

a. If your car takes 5 hours to repair, which mechanic charges the least money?

b. How much will it cost you to have the work done by the less expensive mechanic?

12. At a bookstore, you spend $76 on 11 books and magazines. Books cost $8 each and magazines cost $5 each. Write a matrix that represents this system. How many books and how many magazines did you buy?

13. Reasoning Th e sum of three numbers is 15. Th e second number is twice the third number. Do you have enough information to determine the three numbers? If so, what are the three numbers? If not, what information do you still need? No; you need a third equation that defi nes another relationshipbetween two or three of the numbers.

C

Rewrite both equations in slope-intercept form. If the lines have the same slope and same y-intercept, then they are equations of the same line, and the system is dependent. If the lines have the same slope but different y-intercepts, they are parallel lines, and the system is inconsistent. If the lines have different slopes, then the system is independent.

Mechanic B

$360

B1 18 5

` 1176R ; 7 books, 4 magazines

Name Class Date


97

Do you know HOW?

Identify the vertex, the axis of symmetry, the maximum or minimum value, and the domain and the range of each function.

1. y 5 3(x 2 2)2 1 6

2. y 5 2(x 1 4)2 23

3. y 5 2 x2 2 2x 1 3 4. y 5 3x2 2 4x 1 1

Factor each expression.

5. 4c2 1 4c 1 1 6. g2 2 49

Use a graphing calculator to solve each equation. Give each answer to at most two decimal places.

7. 5x2 1 9x 1 4 5 0 8. 23x2 2 2x 1 7 5 0

Complete the square.

9. x2 1 14x 1 j 10. x2 2 18x 1 j

Evaluate the discriminant for each equation. Determine the number of real solutions.

11. 5x2 1 x 1 6 5 0 12. 23x2 2 4x 1 1 5 0

Plot each complex number and fi nd its absolute value.

13. 7 2 2i 14. 8i


(2c 1 1)2 (g 1 7)(g 27)

49 81

vertex 5 (2, 6); axis of symmetry x 5 2; minimum 5 6; domain 5 all real numbers; range 5 all real numbers L 6

vertex 5 (24, 23); axis of symmetry x5 2 4; maximum 5 23; domain 5 all real numbers; range = all real numbers K23]

Ox

y

�4

�8

�4�10

4

x 5 1.2 and x 5 21.9x 5 2 1 and x 5 2 0.8

2119; 0 real solutions 28; 2 real solutions

!53 8

O

imaginary axis

real axis

�4i�8i

�4�8 4

4i

7 � 2i

8i

O

imaginary axis

real axis

�4i�8i

�4�8 4

4i

8i

O x

y

4

6

2�2�4

2

Name Class Date


98

Find all solutions to each quadratic equation.

15. y 5 2x2 2 2x 1 5 16. y 5 3x2 1 2x 1 4

Solve each system by graphing.

17. y . x2 18. y . x2 1 3x

y , 2x2 1 4 y .x2 2 2

Do you UNDERSTAND?

19. Th e parabolic path of a hit tennis ball can be modeled by the table at the right. Th e top of the net is at (4, 10).

a. Find a quadratic model for the data. b. Will the ball go over the net? If not, will it hit the net on the way up

or the way down?

20. Writing Explain the relationship between the x-intercepts of quadratic function and the zeros of a quadratic function.

21. Th e period of a pendulum is the time the pendulum takes to swing back and forth. Th e function l 5 0.81t2 relates the length l in feet of a pendulum to the period t.

a. If a pendulum is 30 ft long, what is the period of the pendulum in seconds? b. Reasoning Why does only one of the solutions work for this problem?


x y

1

2

7

7

8.5

1

The other solution is negative and you cannot have negative time.

12

132

i, 12

232

i 2 13

1"11

3i, 2 1

32"11

3i

y 5 20.5x2 1 3x 1 4.5

No; it will hit the net on the way down.

t 5 6.1 s

They are the same thing because the x-intercepts are the x-coordinates where the quadratic function equals zero.

Ox

y

2 42

2

2

4

6

4 Ox

y

2 42

22

2

4

6

4

d d

Name Class Date


97

Do you know HOW?

Write each polynomial in standard form. Th en classify it by degree and by number of terms.

1. 6x5 2 2x2 1 1 2 2x5 2. x2 2 3x 1 6x3 2 5x 1 1

Determine the end behavior of the graph of each polynomial function.

3. y 5 3x 1 2x2 2 4 4. y 5 4x3 2 7x 1 2

Find the zeros of each function. State the multiplicity of multiple zeros.

5. y 5 (x 1 2)(x 2 3)2 6. y 5 x3 1 4x2

Find the real solutions of each equation using a graphing calculator. Where necessary, round to the nearest hundredth.

7. 5x3 2 2x2 2 1 5 0 8. 2x4 1 4x2 5 4

Divide using long division. Check your answers.

9. (x2 1 6x 1 24) 4 (x 1 4) 10. (x3 1 2x2 1 4x 1 10) 4 (x 1 1)

Write a polynomial function with rational coeffi cients so that P(x) = 0 has the given roots.

11. 21, 2, 6 12. 2i, !2

Find all the zeros of each function.

13. y 5 x3 1 2x2 1 4x 1 8 14. y 5 x4 2 14x2 1 45


4x5 2 2x2 1 1; quintic trinomial

up and up

22 multiplicity 1; 3 multiplicity 2

6x3 1 x2 2 8x 1 1; cubic, 4 terms

down and up

0 multiplicity 2; 24 multiplicity 1

x 1 2, R 16 x2 1 x 1 3, R 7

0.75 20.86, 0.86

P(x) 5 x3 2 7x2 1 4x 1 12

22, 22i, 2i

P(x) 5 x4 2 x2 2 2

23, 3, 2"5, "5

Name Class Date


98

Expand each binomial.

15. (x 1 2)6 16. (2x 1 3)5

17. Find a cubic function to model the data in the table. Let x represent years after 1990.

Determine the cubic function that is obtained from the parent function y = x3 after each sequence of transformations.

18. a vertical stretch by a factor of 3; a refl ection across the y-axis; and a horizontal translation 4 units right

19. a refl ection across the x-axis; a horizontal translation 2 units left; and a vertical translation 6 units down

Do you UNDERSTAND?

20. Th e product of three integers is 56. Th e second number is twice the fi rst number. Th e third number is fi ve more than the fi rst number. What are the three numbers?

21. What is P(2) given that P(x) 5 3x4 2 x3 1 2x2 2 10? Use synthetic division and the Remainder Th eorem.

22. Open-Ended Write a polynomial function of degree 3 with rational coeffi cients and exactly one real zero. List all of the zeros of the function.

21. A cubic box is 4 in. on each side. If each dimension is increased by 2x in., what is the polynomial function modeling the new volume V?


Births(millions)Year

4.16

3.89

4.06

4.14

1990

1995

2000

2005

SOURCE: www.cdc.gov

Births in the United Statesy N 20.00073332x3 1 0.0202x2 2 0.1407x 1 4.18

P(2) 5 38

Answers will vary. Sample: y 5 x3 2 3x2 1 5x 2 15; zeros: 3, i"5, 2 i"5

x6 1 12x5 1 60x4 1 160x3

1 240x2 1 192x 1 6432x5 1 240x4 1 720x3 1 1080x2 1 810x 1 243

y 5 23(x 2 4)3

y 5 2(x 1 2)3 2 6

2, 4, 7

V 5 8x3 1 48x2 1 96x 1 64 in.3

Name Class Date


107

Do you know HOW?

1. Your brother is ordering 5 pizzas for the family. Th ere are 18 diff erent kinds of pizza. How many diff erent ways could he order 5 diff erent kinds of pizzas?

A box contains 8 blueberry muffi ns, 6 banana muffi ns, and 4 pumpkin muffi ns. You pick one muffi n from the box at random. Find each theoretical probability.

2. P(banana) 3. P(not pumpkin) 4. P(banana or pumpkin)

5. J and K are independent events. P(J) = 14 and P(K) = 23. Find P(J and K).

6. A company is testing a new sunscreen to see if it is more likely to cause skin irritation that the sunscreen it currently sells. Th e results of the test are shown in the contingency table.

Th e company decides to make and sell the new sunscreen. Based on the results of the test, did the company make a good decision? Explain.

For Exercises 7 and 8, use the following data set: 27 35 32 25 36.

7. Find the mean, variance, and standard deviation for the data set.

8. Within how many standard deviations of the mean do all of the data values fall?


Skin irritationUsed new sunscreen

TotalsNo skin irritation

Used current sunscreenTotals

2 403 405

383775 80

13

79

59

16

Answers may vary. Sample: Yes; about 2 out of 40 people who use the new sunscreen have skin irritation, compared to about 3 out of 40 people who use the current sunscreen. Based on this study, the new sunscreen is no more likely to cause skin irritation than the current sunscreen, so the company made a good decision.

All of the values fall within 2 standard deviations of the mean.

31; 18.8; ≈ 4.85

8568 ways

Name Class Date


108

9. A team of biologists is studying the foxes in a state forest. Th e team captures 4 foxes, weighs them, and then releases them. Which type of study method is described in this situation? Should the sample statistics be used to make a general conclusion about the population?

Find the probability of x successes in n trials for the given probability of success p on each trial.

10. x 5 4, n 5 9, p 5 0.3 11. x 5 7, n 5 12, p 5 0.6 12. x 5 2, n 5 7, p 5 0.5

13. A set of data has a normal distribution with a mean of 36 and a standard deviation of 4. What percent of the data are within the interval from 32 to 40?

Do you UNDERSTAND?

14. An alumni association compiled the following information about its recent graduates.

• 20% graduated with a B average or better

• 95% of those students who graduated with a B average or better were employed within 6 months of graduation

• 50% of those that graduated with less than a B average were employed within 6 months of graduation

a. What is the probability that someone is employed within 6 months of graduation, given that he had less than a B average?

b. What is the probability that someone is not employed within 6 months of graduation, given that she had a B average or better?

15. Make a box-and-whisker plot for this set of values: 10 7 12 8 18 12 10 16.

16. Reasoning On a history test, there were 12 As, 8 Bs, 6 Cs and 1 D. Are the numerical scores on the test likely to be normally distributed? Explain.


observational study; Answers may vary: Sample: The sample size may be too small for the sample statistics to be reliable as a general conclusion.

N 0.17 N 0.23 N 0.16

about 68%

4 6 8 10 12 14 16 18

0.05 or 5%

No; there are more As than any other test grade, so there are more high scores than low scores. The data are likely skewed rather than normally distributed.

0.50 or 50%


67

Name Class Date

Do you know HOW?

Find each sum or diff erence.

1. c 6 321 24

d 1 c1 275 22

d 2. c 9 423 6

d 2 c 4 122 6

d 3. £ 2 324 18 26

§ 1 £ 5 2625 72 3

§

Find the value of each variable.

4. c3 x6 7

d 1 c21 24y z

d 5 c2 239 5

d 5. c2x 1 4 1024y 25

d 5 c10 2z16 25

d

Find each product.

6. c 4 721 2

d c25 43 26

d 7. c5 230 1

d c 2 421 5

d 8. f1 3g c4 25 12 3 6

d

Do you UNDERSTAND?

9. Writing Describe the matrix operations that you must use to solve the following matrix equation. Th en fi nd the value of X.

2 c4 12 23

d 1 2X 5 c 22 2222 4

d


c7 244 26

d

c 1 22611 216

d

First, multiply by the scalar 2. Then, use the Subtraction Property of Equality to isolate the variable matrix. Subtract corresponding elements. Finally, multiply each side by 12

and simplify; X 5 c 7 2223 5

d

x 5 1; y 5 3; z 5 22 x 5 3; y 5 24; z 5 5

c 5 321 0

d

c 13 521 5

d

£ 7 2329 810 23

§

f10 4 19g


68

Name Class Date

Do you know HOW?

Determine whether the following matrices are multiplicative inverses.

10. c25 23 7

d , c1 233 8

d 11. c2 51 3

d , c 3 2521 2

d 12. c4 32 2

d , £ 1 21 1221 2

§

Use inverse matrices to fi nd the solution of each matrix equation.

13. c 5 123 8

dX 5 c542d 14. c23 1

5 4dX 5 c25 217

14 51d 15. c4 23

1 28dX 5 c 14

211d

Use matrices to solve the following systems of equations.

16. e 4x 1 3y 5 722x 1 4y 5 24

17. e x 1 20 5 23y5x 5 4 2 2y

18. •4y 1 2z 5 25z 5 20 1 3x2x 1 3z 5 7 2 8y

Do you UNDERSTAND?

19. Roger and Clarissa each sold boxes of cookies for a fundraiser. Th ey sold large and small boxes for diff erent prices. Roger sold 12 large boxes and 8 small boxes for a total of $56.00. Clarissa sold 16 large boxes and 11 small boxes for a total of $75.50. Use a system of two equations and matrices to fi nd the price of a large box and a small box.


no yes yes

X 5 c104d

x 5 22; y 5 5

X 5 c2 71 4

d

x 5 4; y 5 28

X 5 c52d

x 5 5; y 5 23; z 5 7

large: $3.00; small: $2.50

001_HSM12_A2TRCH01_WRTG_0133186202002_HSM12_A2TRCH01_WRTG_0133186202003_HSM12_A2TRCH01_WRTG_0133186202004_HSM12_A2TRCH01_WRTG_0133186202005_HSM12_A2TRCH01_WRTG_0133186202006_HSM12_A2TRCH01_WRTG_0133186202007_HSM12_A2TRCH01_WRTG_0133186202008_HSM12_A2TRCH01_WRTG_0133186202009_HSM12_A2TRCH01_WRTG_0133186202010_HSM12_A2TRCH01_WRTG_0133186202011_HSM12_A2TRCH01_WRTG_0133186202012_HSM12_A2TRCH01_WRTG_0133186202013_HSM12_A2TRCH01_WRTG_0133186202014_HSM12_A2TRCH01_WRTG_0133186202015_HSM12_A2TRCH01_WRTG_0133186202016_HSM12_A2TRCH01_WRTG_0133186202017_HSM12_A2TRCH01_WRTG_0133186202018_HSM12_A2TRCH01_WRTG_0133186202019_HSM12_A2TRCH01_WRTG_0133186202020_HSM12_A2TRCH01_WRTG_0133186202021_HSM12_A2TRCH01_WRTG_0133186202022_HSM12_A2TRCH01_WRTG_0133186202023_HSM12_A2TRCH01_WRTG_0133186202024_HSM12_A2TRCH01_WRTG_0133186202025_HSM12_A2TRCH01_WRTG_0133186202026_HSM12_A2TRCH01_WRTG_0133186202027_HSM12_A2TRCH01_WRTG_0133186202028_HSM12_A2TRCH01_WRTG_0133186202029_HSM12_A2TRCH01_WRTG_0133186202030_HSM12_A2TRCH01_WRTG_0133186202031_HSM12_A2TRCH01_WRTG_0133186202032_HSM12_A2TRCH01_WRTG_0133186202033_HSM12_A2TRCH01_WRTG_0133186202034_HSM12_A2TRCH01_WRTG_0133186202035_HSM12_A2TRCH01_WRTG_0133186202036_HSM12_A2TRCH01_WRTG_0133186202037_HSM12_A2TRCH01_WRTG_0133186202038_HSM12_A2TRCH01_WRTG_0133186202039_HSM12_A2TRCH01_WRTG_0133186202040_HSM12_A2TRCH01_WRTG_0133186202041_HSM12_A2TRCH01_WRTG_0133186202042_HSM12_A2TRCH01_WRTG_0133186202043_HSM12_A2TRCH01_WRTG_0133186202044_HSM12_A2TRCH01_WRTG_0133186202045_HSM12_A2TRCH01_WRTG_0133186202046_HSM12_A2TRCH01_WRTG_0133186202047_HSM12_A2TRCH01_WRTG_0133186202048_HSM12_A2TRCH01_WRTG_0133186202049_HSM12_A2TRCH01_WRTG_0133186202050_HSM12_A2TRCH01_WRTG_0133186202051_HSM12_A2TRCH01_WRTG_0133186202052_HSM12_A2TRCH01_WRTG_0133186202053_HSM12_A2TRCH01_WRTG_0133186202054_HSM12_A2TRCH01_WRTG_0133186202055_HSM12_A2TRCH01_WRTG_0133186202056_HSM12_A2TRCH01_WRTG_0133186202057_HSM12_A2TRCH01_WRTG_0133186202058_HSM12_A2TRCH01_WRTG_0133186202059_HSM12_A2TRCH01_WRTG_0133186202060_HSM12_A2TRCH01_WRTG_0133186202061_HSM12_A2TRCH01_WRTG_0133186202062_HSM12_A2TRCH01_WRTG_0133186202063_HSM12_A2TRCH01_WRTG_0133186202064_HSM12_A2TRCH01_WRTG_0133186202065_HSM12_A2TRCH01_WRTG_0133186202066_HSM12_A2TRCH01_WRTG_0133186202067_HSM12_A2TRCH01_WRTG_0133186202068_HSM12_A2TRCH01_WRTG_0133186202069_HSM12_A2TRCH01_WRTG_0133186202070_HSM12_A2TRCH01_WRTG_0133186202071_HSM12_A2TRCH01_WRTG_0133186202072_HSM12_A2TRCH01_WRTG_0133186202073_HSM12_A2TRCH01_WRTG_0133186202074_HSM12_A2TRCH01_WRTG_0133186202075_HSM12_A2TRCH01_WRTG_0133186202076_HSM12_A2TRCH01_WRTG_0133186202Ch. 12.pdf001_HSM12_A2TRCH12_WRTG_0133186326002_HSM12_A2TRCH12_WRTG_0133186326003_HSM12_A2TRCH12_WRTG_0133186326004_HSM12_A2TRCH12_WRTG_0133186326005_HSM12_A2TRCH12_WRTG_0133186326006_HSM12_A2TRCH12_WRTG_0133186326007_HSM12_A2TRCH12_WRTG_0133186326008_HSM12_A2TRCH12_WRTG_0133186326009_HSM12_A2TRCH12_WRTG_0133186326010_HSM12_A2TRCH12_WRTG_0133186326011_HSM12_A2TRCH12_WRTG_0133186326012_HSM12_A2TRCH12_WRTG_0133186326013_HSM12_A2TRCH12_WRTG_0133186326014_HSM12_A2TRCH12_WRTG_0133186326015_HSM12_A2TRCH12_WRTG_0133186326016_HSM12_A2TRCH12_WRTG_0133186326017_HSM12_A2TRCH12_WRTG_0133186326018_HSM12_A2TRCH12_WRTG_0133186326019_HSM12_A2TRCH12_WRTG_0133186326020_HSM12_A2TRCH12_WRTG_0133186326021_HSM12_A2TRCH12_WRTG_0133186326022_HSM12_A2TRCH12_WRTG_0133186326023_HSM12_A2TRCH12_WRTG_0133186326024_HSM12_A2TRCH12_WRTG_0133186326025_HSM12_A2TRCH12_WRTG_0133186326026_HSM12_A2TRCH12_WRTG_0133186326027_HSM12_A2TRCH12_WRTG_0133186326028_HSM12_A2TRCH12_WRTG_0133186326029_HSM12_A2TRCH12_WRTG_0133186326030_HSM12_A2TRCH12_WRTG_0133186326031_HSM12_A2TRCH12_WRTG_0133186326032_HSM12_A2TRCH12_WRTG_0133186326033_HSM12_A2TRCH12_WRTG_0133186326034_HSM12_A2TRCH12_WRTG_0133186326035_HSM12_A2TRCH12_WRTG_0133186326036_HSM12_A2TRCH12_WRTG_0133186326037_HSM12_A2TRCH12_WRTG_0133186326038_HSM12_A2TRCH12_WRTG_0133186326039_HSM12_A2TRCH12_WRTG_0133186326040_HSM12_A2TRCH12_WRTG_0133186326041_HSM12_A2TRCH12_WRTG_0133186326042_HSM12_A2TRCH12_WRTG_0133186326043_HSM12_A2TRCH12_WRTG_0133186326044_HSM12_A2TRCH12_WRTG_0133186326045_HSM12_A2TRCH12_WRTG_0133186326046_HSM12_A2TRCH12_WRTG_0133186326047_HSM12_A2TRCH12_WRTG_0133186326048_HSM12_A2TRCH12_WRTG_0133186326049_HSM12_A2TRCH12_WRTG_0133186326050_HSM12_A2TRCH12_WRTG_0133186326051_HSM12_A2TRCH12_WRTG_0133186326052_HSM12_A2TRCH12_WRTG_0133186326053_HSM12_A2TRCH12_WRTG_0133186326054_HSM12_A2TRCH12_WRTG_0133186326055_HSM12_A2TRCH12_WRTG_0133186326056_HSM12_A2TRCH12_WRTG_0133186326057_HSM12_A2TRCH12_WRTG_0133186326058_HSM12_A2TRCH12_WRTG_0133186326059_HSM12_A2TRCH12_WRTG_0133186326060_HSM12_A2TRCH12_WRTG_0133186326061_HSM12_A2TRCH12_WRTG_0133186326062_HSM12_A2TRCH12_WRTG_0133186326063_HSM12_A2TRCH12_WRTG_0133186326064_HSM12_A2TRCH12_WRTG_0133186326065_HSM12_A2TRCH12_WRTG_0133186326066_HSM12_A2TRCH12_WRTG_0133186326067_HSM12_A2TRCH12_WRTG_0133186326068_HSM12_A2TRCH12_WRTG_0133186326069_HSM12_A2TRCH12_WRTG_0133186326070_HSM12_A2TRCH12_WRTG_0133186326071_HSM12_A2TRCH12_WRTG_0133186326072_HSM12_A2TRCH12_WRTG_0133186326073_HSM12_A2TRCH12_WRTG_0133186326074_HSM12_A2TRCH12_WRTG_0133186326075_HSM12_A2TRCH12_WRTG_0133186326076_HSM12_A2TRCH12_WRTG_0133186326

Ch. 11.pdf001_HSM12_A2TRCH11_WRTG_0133186318002_HSM12_A2TRCH11_WRTG_0133186318003_HSM12_A2TRCH11_WRTG_0133186318004_HSM12_A2TRCH11_WRTG_0133186318005_HSM12_A2TRCH11_WRTG_0133186318006_HSM12_A2TRCH11_WRTG_0133186318007_HSM12_A2TRCH11_WRTG_0133186318008_HSM12_A2TRCH11_WRTG_0133186318009_HSM12_A2TRCH11_WRTG_0133186318010_HSM12_A2TRCH11_WRTG_0133186318011_HSM12_A2TRCH11_WRTG_0133186318012_HSM12_A2TRCH11_WRTG_0133186318013_HSM12_A2TRCH11_WRTG_0133186318014_HSM12_A2TRCH11_WRTG_0133186318015_HSM12_A2TRCH11_WRTG_0133186318016_HSM12_A2TRCH11_WRTG_0133186318017_HSM12_A2TRCH11_WRTG_0133186318018_HSM12_A2TRCH11_WRTG_0133186318019_HSM12_A2TRCH11_WRTG_0133186318020_HSM12_A2TRCH11_WRTG_0133186318021_HSM12_A2TRCH11_WRTG_0133186318022_HSM12_A2TRCH11_WRTG_0133186318023_HSM12_A2TRCH11_WRTG_0133186318024_HSM12_A2TRCH11_WRTG_0133186318025_HSM12_A2TRCH11_WRTG_0133186318026_HSM12_A2TRCH11_WRTG_0133186318027_HSM12_A2TRCH11_WRTG_0133186318028_HSM12_A2TRCH11_WRTG_0133186318029_HSM12_A2TRCH11_WRTG_0133186318030_HSM12_A2TRCH11_WRTG_0133186318031_HSM12_A2TRCH11_WRTG_0133186318032_HSM12_A2TRCH11_WRTG_0133186318033_HSM12_A2TRCH11_WRTG_0133186318034_HSM12_A2TRCH11_WRTG_0133186318035_HSM12_A2TRCH11_WRTG_0133186318036_HSM12_A2TRCH11_WRTG_0133186318037_HSM12_A2TRCH11_WRTG_0133186318038_HSM12_A2TRCH11_WRTG_0133186318039_HSM12_A2TRCH11_WRTG_0133186318040_HSM12_A2TRCH11_WRTG_0133186318041_HSM12_A2TRCH11_WRTG_0133186318042_HSM12_A2TRCH11_WRTG_0133186318043_HSM12_A2TRCH11_WRTG_0133186318044_HSM12_A2TRCH11_WRTG_0133186318045_HSM12_A2TRCH11_WRTG_0133186318046_HSM12_A2TRCH11_WRTG_0133186318047_HSM12_A2TRCH11_WRTG_0133186318048_HSM12_A2TRCH11_WRTG_0133186318049_HSM12_A2TRCH11_WRTG_0133186318050_HSM12_A2TRCH11_WRTG_0133186318051_HSM12_A2TRCH11_WRTG_0133186318052_HSM12_A2TRCH11_WRTG_0133186318053_HSM12_A2TRCH11_WRTG_0133186318054_HSM12_A2TRCH11_WRTG_0133186318055_HSM12_A2TRCH11_WRTG_0133186318056_HSM12_A2TRCH11_WRTG_0133186318057_HSM12_A2TRCH11_WRTG_0133186318058_HSM12_A2TRCH11_WRTG_0133186318059_HSM12_A2TRCH11_WRTG_0133186318060_HSM12_A2TRCH11_WRTG_0133186318061_HSM12_A2TRCH11_WRTG_0133186318062_HSM12_A2TRCH11_WRTG_0133186318063_HSM12_A2TRCH11_WRTG_0133186318064_HSM12_A2TRCH11_WRTG_0133186318065_HSM12_A2TRCH11_WRTG_0133186318066_HSM12_A2TRCH11_WRTG_0133186318067_HSM12_A2TRCH11_WRTG_0133186318068_HSM12_A2TRCH11_WRTG_0133186318069_HSM12_A2TRCH11_WRTG_0133186318070_HSM12_A2TRCH11_WRTG_0133186318071_HSM12_A2TRCH11_WRTG_0133186318072_HSM12_A2TRCH11_WRTG_0133186318073_HSM12_A2TRCH11_WRTG_0133186318074_HSM12_A2TRCH11_WRTG_0133186318075_HSM12_A2TRCH11_WRTG_0133186318076_HSM12_A2TRCH11_WRTG_0133186318077_HSM12_A2TRCH11_WRTG_0133186318078_HSM12_A2TRCH11_WRTG_0133186318079_HSM12_A2TRCH11_WRTG_0133186318080_HSM12_A2TRCH11_WRTG_0133186318081_HSM12_A2TRCH11_WRTG_0133186318082_HSM12_A2TRCH11_WRTG_0133186318083_HSM12_A2TRCH11_WRTG_0133186318084_HSM12_A2TRCH11_WRTG_0133186318085_HSM12_A2TRCH11_WRTG_0133186318086_HSM12_A2TRCH11_WRTG_0133186318087_HSM12_A2TRCH11_WRTG_0133186318088_HSM12_A2TRCH11_WRTG_0133186318089_HSM12_A2TRCH11_WRTG_0133186318090_HSM12_A2TRCH11_WRTG_0133186318091_HSM12_A2TRCH11_WRTG_0133186318092_HSM12_A2TRCH11_WRTG_0133186318093_HSM12_A2TRCH11_WRTG_0133186318094_HSM12_A2TRCH11_WRTG_0133186318095_HSM12_A2TRCH11_WRTG_0133186318096_HSM12_A2TRCH11_WRTG_0133186318097_HSM12_A2TRCH11_WRTG_0133186318098_HSM12_A2TRCH11_WRTG_0133186318099_HSM12_A2TRCH11_WRTG_0133186318100_HSM12_A2TRCH11_WRTG_0133186318101_HSM12_A2TRCH11_WRTG_0133186318102_HSM12_A2TRCH11_WRTG_0133186318103_HSM12_A2TRCH11_WRTG_0133186318104_HSM12_A2TRCH11_WRTG_0133186318105_HSM12_A2TRCH11_WRTG_0133186318106_HSM12_A2TRCH11_WRTG_0133186318107_HSM12_A2TRCH11_WRTG_0133186318108_HSM12_A2TRCH11_WRTG_0133186318109_HSM12_A2TRCH11_WRTG_0133186318110_HSM12_A2TRCH11_WRTG_0133186318111_HSM12_A2TRCH11_WRTG_0133186318112_HSM12_A2TRCH11_WRTG_0133186318113_HSM12_A2TRCH11_WRTG_0133186318114_HSM12_A2TRCH11_WRTG_0133186318115_HSM12_A2TRCH11_WRTG_0133186318116_HSM12_A2TRCH11_WRTG_0133186318

Ch. 5.pdf001_HSM12_A2TRCH05_WRTG_0133186245002_HSM12_A2TRCH05_WRTG_0133186245003_HSM12_A2TRCH05_WRTG_0133186245004_HSM12_A2TRCH05_WRTG_0133186245005_HSM12_A2TRCH05_WRTG_0133186245006_HSM12_A2TRCH05_WRTG_0133186245007_HSM12_A2TRCH05_WRTG_0133186245008_HSM12_A2TRCH05_WRTG_0133186245009_HSM12_A2TRCH05_WRTG_0133186245010_HSM12_A2TRCH05_WRTG_0133186245011_HSM12_A2TRCH05_WRTG_0133186245012_HSM12_A2TRCH05_WRTG_0133186245013_HSM12_A2TRCH05_WRTG_0133186245014_HSM12_A2TRCH05_WRTG_0133186245015_HSM12_A2TRCH05_WRTG_0133186245016_HSM12_A2TRCH05_WRTG_0133186245017_HSM12_A2TRCH05_WRTG_0133186245018_HSM12_A2TRCH05_WRTG_0133186245019_HSM12_A2TRCH05_WRTG_0133186245020_HSM12_A2TRCH05_WRTG_0133186245021_HSM12_A2TRCH05_WRTG_0133186245022_HSM12_A2TRCH05_WRTG_0133186245023_HSM12_A2TRCH05_WRTG_0133186245024_HSM12_A2TRCH05_WRTG_0133186245025_HSM12_A2TRCH05_WRTG_0133186245026_HSM12_A2TRCH05_WRTG_0133186245027_HSM12_A2TRCH05_WRTG_0133186245028_HSM12_A2TRCH05_WRTG_0133186245029_HSM12_A2TRCH05_WRTG_0133186245030_HSM12_A2TRCH05_WRTG_0133186245031_HSM12_A2TRCH05_WRTG_0133186245032_HSM12_A2TRCH05_WRTG_0133186245033_HSM12_A2TRCH05_WRTG_0133186245034_HSM12_A2TRCH05_WRTG_0133186245035_HSM12_A2TRCH05_WRTG_0133186245036_HSM12_A2TRCH05_WRTG_0133186245037_HSM12_A2TRCH05_WRTG_0133186245038_HSM12_A2TRCH05_WRTG_0133186245039_HSM12_A2TRCH05_WRTG_0133186245040_HSM12_A2TRCH05_WRTG_0133186245041_HSM12_A2TRCH05_WRTG_0133186245042_HSM12_A2TRCH05_WRTG_0133186245043_HSM12_A2TRCH05_WRTG_0133186245044_HSM12_A2TRCH05_WRTG_0133186245045_HSM12_A2TRCH05_WRTG_0133186245046_HSM12_A2TRCH05_WRTG_0133186245047_HSM12_A2TRCH05_WRTG_0133186245048_HSM12_A2TRCH05_WRTG_0133186245049_HSM12_A2TRCH05_WRTG_0133186245050_HSM12_A2TRCH05_WRTG_0133186245051_HSM12_A2TRCH05_WRTG_0133186245052_HSM12_A2TRCH05_WRTG_0133186245053_HSM12_A2TRCH05_WRTG_0133186245054_HSM12_A2TRCH05_WRTG_0133186245055_HSM12_A2TRCH05_WRTG_0133186245056_HSM12_A2TRCH05_WRTG_0133186245057_HSM12_A2TRCH05_WRTG_0133186245058_HSM12_A2TRCH05_WRTG_0133186245059_HSM12_A2TRCH05_WRTG_0133186245060_HSM12_A2TRCH05_WRTG_0133186245061_HSM12_A2TRCH05_WRTG_0133186245062_HSM12_A2TRCH05_WRTG_0133186245063_HSM12_A2TRCH05_WRTG_0133186245064_HSM12_A2TRCH05_WRTG_0133186245065_HSM12_A2TRCH05_WRTG_0133186245066_HSM12_A2TRCH05_WRTG_0133186245067_HSM12_A2TRCH05_WRTG_0133186245068_HSM12_A2TRCH05_WRTG_0133186245069_HSM12_A2TRCH05_WRTG_0133186245070_HSM12_A2TRCH05_WRTG_0133186245071_HSM12_A2TRCH05_WRTG_0133186245072_HSM12_A2TRCH05_WRTG_0133186245073_HSM12_A2TRCH05_WRTG_0133186245074_HSM12_A2TRCH05_WRTG_0133186245075_HSM12_A2TRCH05_WRTG_0133186245076_HSM12_A2TRCH05_WRTG_0133186245077_HSM12_A2TRCH05_WRTG_0133186245078_HSM12_A2TRCH05_WRTG_0133186245079_HSM12_A2TRCH05_WRTG_0133186245080_HSM12_A2TRCH05_WRTG_0133186245081_HSM12_A2TRCH05_WRTG_0133186245082_HSM12_A2TRCH05_WRTG_0133186245083_HSM12_A2TRCH05_WRTG_0133186245084_HSM12_A2TRCH05_WRTG_0133186245085_HSM12_A2TRCH05_WRTG_0133186245086_HSM12_A2TRCH05_WRTG_0133186245087_HSM12_A2TRCH05_WRTG_0133186245088_HSM12_A2TRCH05_WRTG_0133186245089_HSM12_A2TRCH05_WRTG_0133186245090_HSM12_A2TRCH05_WRTG_0133186245091_HSM12_A2TRCH05_WRTG_0133186245092_HSM12_A2TRCH05_WRTG_0133186245093_HSM12_A2TRCH05_WRTG_0133186245094_HSM12_A2TRCH05_WRTG_0133186245095_HSM12_A2TRCH05_WRTG_0133186245096_HSM12_A2TRCH05_WRTG_0133186245097_HSM12_A2TRCH05_WRTG_0133186245098_HSM12_A2TRCH05_WRTG_0133186245099_HSM12_A2TRCH05_WRTG_0133186245100_HSM12_A2TRCH05_WRTG_0133186245101_HSM12_A2TRCH05_WRTG_0133186245102_HSM12_A2TRCH05_WRTG_0133186245103_HSM12_A2TRCH05_WRTG_0133186245104_HSM12_A2TRCH05_WRTG_0133186245105_HSM12_A2TRCH05_WRTG_0133186245106_HSM12_A2TRCH05_WRTG_0133186245


Ch. 3.pdf001_HSM12_A2TRCH03_WRTG_0133186229002_HSM12_A2TRCH03_WRTG_0133186229003_HSM12_A2TRCH03_WRTG_0133186229004_HSM12_A2TRCH03_WRTG_0133186229005_HSM12_A2TRCH03_WRTG_0133186229006_HSM12_A2TRCH03_WRTG_0133186229007_HSM12_A2TRCH03_WRTG_0133186229008_HSM12_A2TRCH03_WRTG_0133186229009_HSM12_A2TRCH03_WRTG_0133186229010_HSM12_A2TRCH03_WRTG_0133186229011_HSM12_A2TRCH03_WRTG_0133186229012_HSM12_A2TRCH03_WRTG_0133186229013_HSM12_A2TRCH03_WRTG_0133186229014_HSM12_A2TRCH03_WRTG_0133186229015_HSM12_A2TRCH03_WRTG_0133186229016_HSM12_A2TRCH03_WRTG_0133186229017_HSM12_A2TRCH03_WRTG_0133186229018_HSM12_A2TRCH03_WRTG_0133186229019_HSM12_A2TRCH03_WRTG_0133186229020_HSM12_A2TRCH03_WRTG_0133186229021_HSM12_A2TRCH03_WRTG_0133186229022_HSM12_A2TRCH03_WRTG_0133186229023_HSM12_A2TRCH03_WRTG_0133186229024_HSM12_A2TRCH03_WRTG_0133186229025_HSM12_A2TRCH03_WRTG_0133186229026_HSM12_A2TRCH03_WRTG_0133186229027_HSM12_A2TRCH03_WRTG_0133186229028_HSM12_A2TRCH03_WRTG_0133186229029_HSM12_A2TRCH03_WRTG_0133186229030_HSM12_A2TRCH03_WRTG_0133186229031_HSM12_A2TRCH03_WRTG_0133186229032_HSM12_A2TRCH03_WRTG_0133186229033_HSM12_A2TRCH03_WRTG_0133186229034_HSM12_A2TRCH03_WRTG_0133186229035_HSM12_A2TRCH03_WRTG_0133186229036_HSM12_A2TRCH03_WRTG_0133186229037_HSM12_A2TRCH03_WRTG_0133186229038_HSM12_A2TRCH03_WRTG_0133186229039_HSM12_A2TRCH03_WRTG_0133186229040_HSM12_A2TRCH03_WRTG_0133186229041_HSM12_A2TRCH03_WRTG_0133186229042_HSM12_A2TRCH03_WRTG_0133186229043_HSM12_A2TRCH03_WRTG_0133186229044_HSM12_A2TRCH03_WRTG_0133186229045_HSM12_A2TRCH03_WRTG_0133186229046_HSM12_A2TRCH03_WRTG_0133186229047_HSM12_A2TRCH03_WRTG_0133186229048_HSM12_A2TRCH03_WRTG_0133186229049_HSM12_A2TRCH03_WRTG_0133186229050_HSM12_A2TRCH03_WRTG_0133186229051_HSM12_A2TRCH03_WRTG_0133186229052_HSM12_A2TRCH03_WRTG_0133186229053_HSM12_A2TRCH03_WRTG_0133186229054_HSM12_A2TRCH03_WRTG_0133186229055_HSM12_A2TRCH03_WRTG_0133186229056_HSM12_A2TRCH03_WRTG_0133186229057_HSM12_A2TRCH03_WRTG_0133186229058_HSM12_A2TRCH03_WRTG_0133186229059_HSM12_A2TRCH03_WRTG_0133186229060_HSM12_A2TRCH03_WRTG_0133186229061_HSM12_A2TRCH03_WRTG_0133186229062_HSM12_A2TRCH03_WRTG_0133186229063_HSM12_A2TRCH03_WRTG_0133186229064_HSM12_A2TRCH03_WRTG_0133186229065_HSM12_A2TRCH03_WRTG_0133186229066_HSM12_A2TRCH03_WRTG_0133186229067_HSM12_A2TRCH03_WRTG_0133186229068_HSM12_A2TRCH03_WRTG_0133186229069_HSM12_A2TRCH03_WRTG_0133186229070_HSM12_A2TRCH03_WRTG_0133186229071_HSM12_A2TRCH03_WRTG_0133186229072_HSM12_A2TRCH03_WRTG_0133186229073_HSM12_A2TRCH03_WRTG_0133186229074_HSM12_A2TRCH03_WRTG_0133186229075_HSM12_A2TRCH03_WRTG_0133186229076_HSM12_A2TRCH03_WRTG_0133186229

Ch. 2.pdf001_HSM12_A2TRCH02_WRTG_0133186210002_HSM12_A2TRCH02_WRTG_0133186210003_HSM12_A2TRCH02_WRTG_0133186210004_HSM12_A2TRCH02_WRTG_0133186210005_HSM12_A2TRCH02_WRTG_0133186210006_HSM12_A2TRCH02_WRTG_0133186210007_HSM12_A2TRCH02_WRTG_0133186210008_HSM12_A2TRCH02_WRTG_0133186210009_HSM12_A2TRCH02_WRTG_0133186210010_HSM12_A2TRCH02_WRTG_0133186210011_HSM12_A2TRCH02_WRTG_0133186210012_HSM12_A2TRCH02_WRTG_0133186210013_HSM12_A2TRCH02_WRTG_0133186210014_HSM12_A2TRCH02_WRTG_0133186210015_HSM12_A2TRCH02_WRTG_0133186210016_HSM12_A2TRCH02_WRTG_0133186210017_HSM12_A2TRCH02_WRTG_0133186210018_HSM12_A2TRCH02_WRTG_0133186210019_HSM12_A2TRCH02_WRTG_0133186210020_HSM12_A2TRCH02_WRTG_0133186210021_HSM12_A2TRCH02_WRTG_0133186210022_HSM12_A2TRCH02_WRTG_0133186210023_HSM12_A2TRCH02_WRTG_0133186210024_HSM12_A2TRCH02_WRTG_0133186210025_HSM12_A2TRCH02_WRTG_0133186210026_HSM12_A2TRCH02_WRTG_0133186210027_HSM12_A2TRCH02_WRTG_0133186210028_HSM12_A2TRCH02_WRTG_0133186210029_HSM12_A2TRCH02_WRTG_0133186210030_HSM12_A2TRCH02_WRTG_0133186210031_HSM12_A2TRCH02_WRTG_0133186210032_HSM12_A2TRCH02_WRTG_0133186210033_HSM12_A2TRCH02_WRTG_0133186210034_HSM12_A2TRCH02_WRTG_0133186210035_HSM12_A2TRCH02_WRTG_0133186210036_HSM12_A2TRCH02_WRTG_0133186210037_HSM12_A2TRCH02_WRTG_0133186210038_HSM12_A2TRCH02_WRTG_0133186210039_HSM12_A2TRCH02_WRTG_0133186210040_HSM12_A2TRCH02_WRTG_0133186210041_HSM12_A2TRCH02_WRTG_0133186210042_HSM12_A2TRCH02_WRTG_0133186210043_HSM12_A2TRCH02_WRTG_0133186210044_HSM12_A2TRCH02_WRTG_0133186210045_HSM12_A2TRCH02_WRTG_0133186210046_HSM12_A2TRCH02_WRTG_0133186210047_HSM12_A2TRCH02_WRTG_0133186210048_HSM12_A2TRCH02_WRTG_0133186210049_HSM12_A2TRCH02_WRTG_0133186210050_HSM12_A2TRCH02_WRTG_0133186210051_HSM12_A2TRCH02_WRTG_0133186210052_HSM12_A2TRCH02_WRTG_0133186210053_HSM12_A2TRCH02_WRTG_0133186210054_HSM12_A2TRCH02_WRTG_0133186210055_HSM12_A2TRCH02_WRTG_0133186210056_HSM12_A2TRCH02_WRTG_0133186210057_HSM12_A2TRCH02_WRTG_0133186210058_HSM12_A2TRCH02_WRTG_0133186210059_HSM12_A2TRCH02_WRTG_0133186210060_HSM12_A2TRCH02_WRTG_0133186210061_HSM12_A2TRCH02_WRTG_0133186210062_HSM12_A2TRCH02_WRTG_0133186210063_HSM12_A2TRCH02_WRTG_0133186210064_HSM12_A2TRCH02_WRTG_0133186210065_HSM12_A2TRCH02_WRTG_0133186210066_HSM12_A2TRCH02_WRTG_0133186210067_HSM12_A2TRCH02_WRTG_0133186210068_HSM12_A2TRCH02_WRTG_0133186210069_HSM12_A2TRCH02_WRTG_0133186210070_HSM12_A2TRCH02_WRTG_0133186210071_HSM12_A2TRCH02_WRTG_0133186210072_HSM12_A2TRCH02_WRTG_0133186210073_HSM12_A2TRCH02_WRTG_0133186210074_HSM12_A2TRCH02_WRTG_0133186210075_HSM12_A2TRCH02_WRTG_0133186210076_HSM12_A2TRCH02_WRTG_0133186210077_HSM12_A2TRCH02_WRTG_0133186210078_HSM12_A2TRCH02_WRTG_0133186210079_HSM12_A2TRCH02_WRTG_0133186210080_HSM12_A2TRCH02_WRTG_0133186210081_HSM12_A2TRCH02_WRTG_0133186210082_HSM12_A2TRCH02_WRTG_0133186210083_HSM12_A2TRCH02_WRTG_0133186210084_HSM12_A2TRCH02_WRTG_0133186210085_HSM12_A2TRCH02_WRTG_0133186210086_HSM12_A2TRCH02_WRTG_0133186210087_HSM12_A2TRCH02_WRTG_0133186210088_HSM12_A2TRCH02_WRTG_0133186210089_HSM12_A2TRCH02_WRTG_0133186210090_HSM12_A2TRCH02_WRTG_0133186210091_HSM12_A2TRCH02_WRTG_0133186210092_HSM12_A2TRCH02_WRTG_0133186210093_HSM12_A2TRCH02_WRTG_0133186210094_HSM12_A2TRCH02_WRTG_0133186210095_HSM12_A2TRCH02_WRTG_0133186210096_HSM12_A2TRCH02_WRTG_0133186210














Chapter 1 Test Form K · 2019. 9. 5. · Using your model, predict the price of a 250 ft2 tarp....

Documents

Transcript of Chapter 1 Test Form K · 2019. 9. 5. · Using your model, predict the price of a 250 ft2 tarp....