What is the difference between Parallel & Perpendicular lines? Are they both intersecting lines? Draw an example of each. find x: Page 68 of your INB Write down this problem on your READY RECALL SHEET Be prepared to explain your answer if you are called on x

ITEMS of BUSINESS Test Rework due next time (Fri/Mon) Test Retakes Monday and Wednesday To Earn: Rework Complete Unit 7 Practice Test Complete Make an Appointment

10.0 HOMEWORK CHECK

LINE AND ANGLE RELATIONSHIPS 10.1 Angle Relationships

CHAPTER 10 VOCAB ORGANIZER Do you have the first 6 blank lines filled out? Use your 10.0 Homework

Lines in a plane that share a point. Lines that lie in the same plane but never intersect. Lines that DO NOT coexist in the same plane. Lines that coexist in the same plane. 2 lines that occupy the same space They are theSAME LINES! May or may not intersect.

Page of your INB find x: 2 + 3x 62 Angle Cards & Unit 10 Vocab Organizer Make a POCKET PAGE. Get into your Groups

CUT OUT Your ANGLE PAIR CARDS

VERTICAL ANGLES

CHAPTER 10 VOCAB ORGANIZER Now fill out the next 6 blank lines.

ANGLES Opposite angles made by two intersecting lines CHAPTER 10 VOCAB ORGANIZER

ADJACENT ANGLES

ANGLES Side-by-side angles They share a side Opposite angles made by two intersecting lines CHAPTER 10 VOCAB ORGANIZER

ANGLES Side-by-side angles They share a side 2 angles whose sum is 180° Opposite angles made by two intersecting lines 2 angles whose sum is 90° 2 angles that form a line. Angles with the same measure. CHAPTER 10 VOCAB ORGANIZER

ANGLE PAIR CARDS FILL IN THE INFORMATION a = b Angles add up to 90° a + b = 90 Angles add up to 180 ° a + b = 180

EQUATION CARDS SET UP THE EQUATION AND SOLVE FOR X 19 = 3x = 3x = x 19 = 3x -2 2x x + 15 = 90 5x + 20 = x = x = x - 8 = x = x = x = 34

Day 1 – Integer operations, PEMDAS, evaluating 10.1 Angle Relationships find x: 2 + 3x Number 21 on your Homework 2 + 3x = x = x = x = 62

SHOW YOUR WORK Worksheet 10.1 Angle Pair Relationships