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picture1_Geometry Pdf 166932 | Geo 3307  Unit1 Packet


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File: Geometry Pdf 166932 | Geo 3307 Unit1 Packet
all dates are subject to change name date block chapter 1 2 introduction to geometry day topic assignment 1 1 1 points lines and planes pgs 6 7 1 23 ...

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          ALL DATES ARE SUBJECT TO CHANGE.                                                                                               
           Name :______________________ 
            Date _________          Block_________  #_________                                                               
           
                                     Chapter 1& 2:  Introduction to Geometry 
                   Day Topic      Assignment 
           
                    1        1.1 – Points, Lines and Planes                          pgs 6-7{1 – 23 odd, 29- 45 odd} 
                             Segments, Rays, Parallel                       
                             Lines and Planes 
                             1.2 – Measuring Segments                                pgs 12- 13 {3 – 21 every 3rd
                                                                                                                              } 
                             1.3- Midpoint and Distance                  pg 19- 20 {7-35 odd} 
                                      Formulas 
           
                   2         1.4 – Measuring Angles                                  pgs 28-30 {15-42 every 3rd} 
                             1.5 – Angle Pair Relationships                          pgs 38 –40  {9 – 33 every 3rd,} 
                             1.6 – Classify Polygons                                 pg 44-45 {3-19 odd} 
                             1.7 – Perimeter, Circumference                          pgs 52-53 {4 – 36 every 4th
                                                                                                                             problem} 
                                       and Area 
                              7.1 Pythagorean Theorem                      pg 436 – 437 {3- 13 odd} 
           
                   3         Test Chapter 1                                          Read section 2.1 and complete 
                  pg 75 {1 – 11 all} 
           
                   4         2.1 – Inductive Reasoning                               pgs 75-76 {12- 28 even} 
                             2.2 – Analyze Conditional                               pgs 90 {1 – 17 odd}  
                                          Statements  
             Logic Puzzles 
           
                   5         2.3 - Deductive Reasoning                               pgs 90-91 {2- 14 even} 
                              2.4- Use postulates and Diagrams       (This is review) pg 100{14-23 all} Quiz 
             
                   6 Quiz 
                              2.5 - Reasoning in Algebra                             pgs 108 – 109 {6-9 all, 28, 31, 32} 
                             What do you see? Worksheet 
           
                   7         2.6 – Proving Angles and segments   pg 116 – 117 {4,17, 21, 23}  
                              2.7 – Prove Angle Pair relationships    pg 127-128 {12, 17-19 38, 39} Quiz 
                    
                   8        Quiz   Proof day                                                          TBA 
           
                   9 Review     Finish Review Sheet & Study 
                    
                   10       Test                                                     Portfolio Worksheet 
                Name:________________________________ 
                  Date _________          Block_________  #_________
             
             
                                                  Day 1        1.1 : Points, Lines, and Planes  
             
               1.  The most basic figure in geometry:         It is know as a  ____________.  
                           a.  It is represented by a dot, but it really has no _________ or __________. 
                           b.  Points are named with __________________ letters!  Example:   
                           c.  Every geometric figure is made up of points! 
                           d.  Two different types of arrangements of points (on a piece of paper). 
             
             
             
                               
                           e.  A group of points that “line up” are called ______________________ points. 
                            
               2.  The second basic figure in geometry is a ___________________. 
                           a.  Explanation: A series of points that extends _______________ in 2 opposite directions. 
                               
                           b.  We use __________________ at the end of the line to save time (and space!) 
                           c.  Naming lines (two options) 
                                        i.  Option 1:   List any two points with a line (with arrows) over it:   
                                       ii.  Option 2:   With an italicized (scripted) lowercase letter: 
               3.  The third basic figure in geometry is called a _________________. 
                           a.  Explanation:  a flat surface with no thickness that extends forever in all directions. 
                            
                                             D                                                                                                           D 
                                                                        R                 Plane _________                                                                           R 
                                       E                    F                                                                                      E                    F 
                                                                                           
                                                                                          Plane _________ 
                    How we ___________ a plane.                                                 How planes work (extend forever). 
                           b.  Naming – Option 1:  The word “Plane” followed by any _____ points in the plane. 
                                                     Option 2:   The word “Plane” followed by a ________________ italic letter. 
                                                                                                                                                                                              1
          4.  The 3 basic shapes of geometry (_______________, _________________, and _______________) 
             are the “undefined terms of geometry” because they are so basic, we can’t define them. 
            
          5.  At your seat:  Describe the two different sets of points, name them if possible. 
         
         Set #1:                                           Set #2: 
         
         
         
         
         
          6.  Set #1: _______________________ points because all points lie in the same ______________. 
          7.  Set #2: __________________________ points, not all points lie in the same _______________. 
            
            
          8.  Question:  What is your name?   How do you know? 
                 a.  A ___________________________ is an accepted statement or fact. 
                 b.  A synonym for the word ____________________________ is the word _______________. 
                    
          9.  Fact:  Through any two points there is exactly ______ line. 
         
         
         
          10.  Fact:  If two lines intersect, then they intersect in exactly one _____________. 
         
         
         
          11.  Fact:  If two planes intersect, then they intersect in exactly one ____________. 
         
         
         
                                                                                                                   2
          
          
          
                             Day 1: Segments, Rays, Parallel Lines & Planes 
          
           1.  Lines that do not intersect are called _________________________ lines  
                    a.  Only when the lines are ____________________! 
                                                                              
                                                                             ______________ lines (same ___________) 
          
           2.  When lines are ____________________ and they don’t’ intersect, they are called ____________. 
          
                                                                              
                                                                             ____________ lines (different _____________) 
          
          
           3.  Look at our line… 
          
          
          
          
          
           4.  Each of these “new” figures are called _______________.   
          
               A                           B                Written _________, spoken “                                      .” 
          
          
              Called the _____________________, when written it MUST come _______________ 
         * What do two rays that face opposite directions and have the same endpoint create? 
          
          
                  Definition (Opposite Rays):  two ______________________ rays with the same endpoint. 
          
                          Always, sometimes, never… Two opposite rays _________________ form a line. 
                                                                                                                                        3
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...All dates are subject to change name date block chapter introduction geometry day topic assignment points lines and planes pgs odd segments rays parallel measuring every rd midpoint distance pg formulas angles angle pair relationships classify polygons perimeter circumference th problem area pythagorean theorem test read section complete inductive reasoning even analyze conditional statements logic puzzles deductive use postulates diagrams this is review quiz in algebra what do you see worksheet proving prove proof tba finish sheet study portfolio the most basic figure it know as a represented by dot but really has no or b named with letters example c geometric made up of d two different types arrangements on piece paper e group that line called second explanation series extends opposite directions we at end save time space naming options i option list any arrows over ii an italicized scripted lowercase letter third flat surface thickness forever r plane f how work extend word followed...

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