Honors Geometry
Mrs. Street (13-14)
NAME: _____________________________
HOUR: ________ DATE: ____________
Unit 9: Properties of Transformations
DAY
Thur
1/9
Fri
1/10
Mon
1/13
Tues
1/14
STANDARD
SECTION
9.1
TOPIC
Translate Figures
PAGE
576+
9.3
Perform Reflections
593+
9.4
Perform Rotations
602+
9.5
Apply Compositions
of Transformations
611+
9.7
Identify & Perform
Dilations
629+
PROBLEMS
Unit 6 quiz
G3.1
Distance-preserving Transformations: Isometries
G3.1.1
1). I can identify the type of transformation (reflection, rotation, translation, dilation, or glide reflection) from one figure to a
second figure when given images of each
2). I can find the new coordinates of the vertices of a figure that has been reflected, rotated, translated, dilated, or glide reflected.
G3.1.2
1). I can identify the type of transformation and define the transformation from one figure to a second figure when given the
images of each (ex: the image was rotated 90o clockwise).
G3.1.3
1). I can identify the type of two-step transformation and define the transformation from one figure to a second figure when
given the images of each (ex: the image was rotated 180o clockwise and then translated 2 units to the right)
Important Dates
Thurs –Mon 1/9-1/13: Unit 6
Tuesday 1/14:
Unit 6 (Chapter 9) quiz
Wednesday 1/15:
Review
Thursday 1/16:
Review
Friday 1/17:
Review
Monday 1/20:
No School
Tuesday 1/21:
Exam Part 1
Wednesday 1/22:
Exam part 2
Thursday 1/23:
Exam part 2 continued
Friday 1/24:
No School (records day)
Midterm Exam
It will cover units 1- 6 which correlate to chapters 1-4, 8, and 9 in the book. It has two parts: one part is proofs and
the other is multiple-choice. Here are some additional ideas for how students can prepare:
1)
Review packet
2)
Classzone.com : students can find flashcards, practice quizzes and tests, and review games
3)
Study theorems & vocab: students can find a list of all the theorems, organized by chapter, in the
back of their textbook.
4)
Review & study old tests, notes and old homework problems
5)
Complete the multiple choice review problems at the end of each chapter
6)
Visit the course webpage for copies of notes, assignments, and review
Semester Calculation:
As a reminder the final course grade will be calculated as follows:
HW, CW, Assessments (current grade in MiStar):
Midterm & Final Exam:
85%
15%
Honors Geometry Midterm Topics 2013-2014
Unit 1: Essential (Chapter 1)

Midpoint and Distance Formula

Classifying Angles

Angle pair relationships

Intro proof
Unit 2: Logic and Proof (Chapter 2)

Inductive vs Deductive Reasoning

Conditional statements (converse, inverse, contrapositive) & truth value

Truth Tables

Undefined terms

Theorems
***Similarity (chapter 6) will not

Irrational numbers (cannot be written as fraction)
be on the midterm but will be on

Counterexamples
the final exam***
Unit 3: Congruent Triangles (Chapter 4)

Ways to prove triangles
(SSS, SAS, ASA, AAS, HL)

CPCTC

Base angles of isosceles triangle
Unit 4: Parallel Lines and Quadrilaterals (Chapter 3)

Classify angles formed by two parallel lines and a transversal

Proving lines parallel

Proving angles congruent

Slope
Unit 5: Polygons (Chapters 8)

Angle measure (interior, exterior)

Definition and properties of parallelograms, rectangles, square, rhombuses, kites, and trapezoids

Prove a quadrilateral is a parallelogram

Sum of angles of a quadrilateral using triangles

Understand why the sum of the interior angles of a polygon is (n – 2)180o

Classify quadrilaterals (all rhombuses are rectangles?)
Unit 6: Isometries (Chapter 9)

Reflections across axes, line y = x

Rotations

Translations

Vectors

Dilations & scale factor, point of dilation

Constructions (≅ segments, ≅angles, angle bisector, perpendicular bisector)s