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Chapter(1(–(SymmetryandSurface(Area( … · Chapter(3(–(Powers(and(Exponents(" " " " " " " " "...

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Chapter 1 – Symmetry and Surface Area REMEMBER TO SHOW ALL WORK! P.G. 2 38 John says to rotate a rectangle 90° you have to move the rectangle ¼ clockwise. Brianna says to rotate a rectangle 90° you have to reflect it horizontally. Who is right? Why? 1. 2. 3. 4. Name: ______________ Class: ___________
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Page 1: Chapter(1(–(SymmetryandSurface(Area( … · Chapter(3(–(Powers(and(Exponents(" " " " " " " " " " " """""P.G.(88(B(122( Sunvir says that 52isthe same as 5 x 5. Saad says that 52

Chapter  1  –  Symmetry  and  Surface  Area  REMEMBER  TO  SHOW  ALL  WORK!                                                                P.G.  2  -­‐  38                                                                                  

John says to rotate a rectangle 90° you have to move the rectangle ¼ clockwise. Brianna says to rotate a rectangle 90° you have to reflect it horizontally. Who is right? Why?

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Name: ______________ Class: ___________

Page 2: Chapter(1(–(SymmetryandSurface(Area( … · Chapter(3(–(Powers(and(Exponents(" " " " " " " " " " " """""P.G.(88(B(122( Sunvir says that 52isthe same as 5 x 5. Saad says that 52

Chapter  2  –  Rational  Numbers                                                  P.G.  42  -­‐  84                                                                    `              

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Page 3: Chapter(1(–(SymmetryandSurface(Area( … · Chapter(3(–(Powers(and(Exponents(" " " " " " " " " " " """""P.G.(88(B(122( Sunvir says that 52isthe same as 5 x 5. Saad says that 52

Chapter  3  –  Powers  and  Exponents                                                                  P.G.  88  -­‐  122                                                                                  

Sunvir says that 52 is the same as 5 x 5. Saad says that 52 is the same as 5 x 2. Who is right? Why? Show your work.

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What does a0 equals to _______. 12.

Page 4: Chapter(1(–(SymmetryandSurface(Area( … · Chapter(3(–(Powers(and(Exponents(" " " " " " " " " " " """""P.G.(88(B(122( Sunvir says that 52isthe same as 5 x 5. Saad says that 52

Chapter  4  –  Scale  Factors  and  Similarity                                          P.G.  126  -­‐  164                                                                                  

In the model, every cm equals 12 km in real life. If the distance between two places measures 1 m on the model, what is the distance in real life?

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Page 5: Chapter(1(–(SymmetryandSurface(Area( … · Chapter(3(–(Powers(and(Exponents(" " " " " " " " " " " """""P.G.(88(B(122( Sunvir says that 52isthe same as 5 x 5. Saad says that 52

Chapter  5  –  Introduction  to  Polynomials                                          P.G.  170  -­‐  202                                                                                    

Aaron said that in the monomial 3x2, 3 is the constant. Joanna quickly countered his argument and said that 3 was the co-efficient. Who is right? Why?

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Solve. a) (4x2 + 2x -1) + (8x2 -3x +5) b) (81x2 + 61x0 – 9) – (9 – 15x2)

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Chapter  6  –  Linear  Relations                                                    P.G.  206  -­‐  246                                                                                  

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Page 7: Chapter(1(–(SymmetryandSurface(Area( … · Chapter(3(–(Powers(and(Exponents(" " " " " " " " " " " """""P.G.(88(B(122( Sunvir says that 52isthe same as 5 x 5. Saad says that 52

Chapter  7  –  Multiplying  &  Dividing  Polynomials                                          P.G.  250  -­‐  280    `                                                                              

Harman says that in the equation 6/2(1+2) =? The answer is 9. Asrar says the answer is 1. Who is right? Why? (Remember BEDMAS)

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Page 8: Chapter(1(–(SymmetryandSurface(Area( … · Chapter(3(–(Powers(and(Exponents(" " " " " " " " " " " """""P.G.(88(B(122( Sunvir says that 52isthe same as 5 x 5. Saad says that 52

Chapter  8  –  Solving  Linear  Equations                                          P.G.  288  -­‐  332                                                                                        

Nay-Yar bought 4 bags of peas. When she got home, she noticed one of the bags were punctured and she lost 20 peas. When she poured out all the peas, there were a total of 120. How many peas were suppose to be in the punctured bag?

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Chapter  9  –  Linear  Inequalities                                          P.G.  336  -­‐  370                                                                                  

Express x > -2 in two different ways.

Amar says that the statement 2x > -10, x > -5. Ripndeep says that x < -5. Who is right? Why?

Tamiza has box of mangos. She knows the box will contain at least 15 mangos, but not more than 23. Write an inequality to express this.

Solve the following inequality. 4x + 20 > 8x + 60, and then graph it on a number line.

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Chapter  10  –  Circle  Geometry                                          P.G.  374  -­‐  406                                                            

                       

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Chapter  11  –  Data  Analysis                                                                                    P.G.  410  -­‐  446  

                                                                               

Lexus and Ghazel decide to take a survey on student’s favourite academic subject. Lexus decides to ask every grade nine female student. Ghazel decides to ask every 3rd student that enters the school. Which survey will be least bias? Why?

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Formulas  

Rectangular Prism

SA = 2B + Ph

SA = 2(lw) + (2l + 2w) h

V = lwh

Cube

SA = 2B + Ph

SA = 2(s2) + (4s)s = 6s2

V = Bh

V = s3

Cylinder

SA = 2B + ph

SA = 2(π r2) + (2πr)h

V = Bh

V = π r2h

Pythagorean Theorem a2+b2=c2  

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Triangle Area  =  ½b  ×  h  

b  =  base  h  =  vertical  height  

Rectangle Area  =  w  ×  h  w  =  width  h  =  height  

Square Area  =  a2  

a  =  length  of  side  

Circle Area  =  πr2    

Circumference=2πr  r  =  radius  

Pi(𝜋) Pi  =  3.14  

Perimeter Length  of  all  sides  added  together  

 

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Solutions  to  the  PAT  Review  Booklet  

 Chapter  1  –  Symmetry  and  Surface  Area  

1. A)  120°  B)  72°    2.  A)  522.496  cm2  B)  Cup  B     3.  45°,  90°,  60°,!!,  !!        4.  John  

 Chapter  2  –  Rational  Numbers  

1. A      2.  D      3.  A)  0.6  B)  8      4.  A)  !!B)  !

!5.  A)  −2 !

!    B)  − !

!"  C)  −1 !

!!  D)  −2 !

!        

6.  A)  16  B)  1.9  C)  35  D)  .22  7.  A)  11  cm  B)  25m  C)  0.3mm  D)  0.6  Km    

Chapter  3  –  Powers  and  Exponents  1. -­‐32  2.  54  3.  4.8  4.  (-­‐5)4  5.  $144  6.  3.5    7.  27  8.  86  9.  Exponent  4,  Power  34,  Base  3  10.  25  11.  Sunvir.  12.  =1    

Chapter  4  –  Scale  Factors  and  Similarity  1. 12cm    2.  (-­‐5)8  3.  Neither,  it  is  stretched.  4.  8,  0.5,  x  =  3  5.  y  =  52°  6.  1240000cm  7.  1200  km  apart,  or  

1200000  m  apart    

Chapter  5  –  Introduction  to  Polynomials  1. A)  –x+3  B)  x2  +x  -­‐2  C)    -­‐2x2-­‐3x  +4  D)  2x2-­‐5  2.  A)  (8.50+4)  x  =T  B)  50  +5x=T  C)  17.50x  +50  3.  Joanna  4.  A)  

12x2  +  5x  +4  B)  96x2  +43  Chapter  6  –  Linear  Relations  

1. 7    2.  -­‐13    3.  =4    4.  =12  5.  A(0,2),  B(1,3),  C(2,4),  D(3,5),  E(4,6)  6.  3n  -­‐1  7.  A)  Increased  by  3  B)  3n  -­‐1    8.  B(4,11),  C(6,17),  D(8,24)    

 Chapter  7  –  Multiplying  and  Dividing  Polynomials    

1. 201  2.  No  3.  8x  +  12  4.  Harman  5.  B  6.  D  7.  -­‐18.87xy    Chapter  8  –  Solving  Linear  Equations    

1. 35  peas  in  each  bag  2.  Plane  A=  750  km/h  and  Plane  B=    3.  Rearrange  the  equations  in  terms  of  x  and  y  4.  B    

5.  13  6.  2.7        Chapter  9  –  Linear  Inequalities    

1. 15 ≤ 𝑥  𝑎𝑛𝑑  𝑥 ≤ 23  2.  x  is  greater  than  -­‐2  3.  A)  𝒙 ≥ − 𝟏𝟓𝟖      B)  𝑥 < − !

!      4.  A)  𝑥 < 2.5    B)  𝟒

𝟑≤ 𝒙  

5.  𝑥 > −5    6.  −10 > 𝑥  7.  No,  because  if  b  is  0  and  a,  c,  are  negative  numbers,  this  isn’t  true.  8.  B    Chapter  10  –  Circle  Geometry    

1. Angle  C  is  52°  2.  A)  35°  B)  3.9  C)  35°  3.  9.3m  apart.  4.    5.    Angle  F  is  67°  6.    Angle  E  is  30°.  Angle  F  is  55°.  Angle  D  is  95°      

Chapter  11  –  Data  Analysis    

1. They  signed  out  adventure  books  the  most.  66%  are  considered  Adventure  or  Sports.    2. Ghazal’s  survey  because  it  isn’t  targeting  a  specific  group.  3.  Answers  may  vary.  4.  B      5.    Approximately  60  Tennis  balls  


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