Properties of Triangles
|
|
- Berenice Hamilton
- 5 years ago
- Views:
Transcription
1 Starter 1) Solve 4sin(x) - 1 = 0 for 0 < x < 360 2) Properties of Triangles Today we are learning... The properties and types of triangles. I will know if I have been successful if... I can identify and name special triangles. I can find interior angles of a triangle. I can find exterior angles of a triangle.
2 Scalene Triangle Isosceles Triangle
3 Equilateral Triangle Interior and Exterior Angles of a Triangle a, b and c are called the interior angles. a + b + c = 180 d is an example of one exterior angle. o
4 Example Drawn below is an isosceles triangle. Find all the missing angles. 34 o Practice - Find the Missing Angles
5 Plenary - 2 Exam Questions Today we are learning... Properties of Polygons About the properties of polygons and their interior angles. I will know if I have been successful if... I can identify a polygon. I can find the sum of the interior angles of a polygon. I can find a relationship between the number of sides and the sum of the interior angles.
6 Polygons Investigation Vertices No. of Triangles Sum of Interior Angles x 180 = 540 o
7 Conclusion Sum of Interior Angles in a n Sided Polygon = (n - 2) x 180 Practice (8) (9)
8 Summary Starter 1) Solve 4tan(x) - 3 = 0 for 0 < x < 360 2) Find the missing angles x and y.
9 Properties of Quadrilaterals Today we are learning... How to find missing angles in quadrilaterals. I will know if I have been successful if... I am able to identify and name common quadrilaterals. I can identify F, X and Z angles. I can find missing angles in quadrilaterals. Quadrilaterals A quadrilateral is a shape made of four straight lines. The sum of the four angles of a quadrilateral is 360 ọ
10 Special Quadrilaterals F Angles x x
11 F Angle Example Find the missing angle g. g 38 o X Angles y x x y
12 X Angle Example Find the missing angle a o o 114 a Z Angles x x
13 Z Angle Example Find the missing angles a and b. a b 26 o Summary Find the missing angles q, s and r in the quadrilateral... r = 107 q = 73 s = 62
14 Properties of Quadrilaterals Today we are learning... How to find missing angles in quadrilaterals. I will know if I have been successful if... I am able to identify and name common quadrilaterals. I can identify F, X and Z angles. I can find missing angles in quadrilaterals. 1) True or False? Why? cos(x) = tan(x) sin(x) Starter 2) Solve 7cos(x) = 14 for 0 < x < 360 3) What is the sum of the interior angles in a 17 sided shape?
15 Today we are learning... Triangles in Circles The three properties of triangles within circles. I will know if I have been successful if... I can recognise and identify the three angle properties of circles. I can solve problems by choosing the appropriate properties. I can solve a range of past paper questions, showing all my working. Property 1
16 Example Find the radius of the circle. Property 2
17 Example Calculate angle ROT. Property 3
18 Example Calculate angle POR. Practice
19 Exam Question 1 Question 1 - Mark Scheme
20 Exam Question 2 Question 2 - Mark Scheme
21 Today we are learning... Triangles in Circles The three properties of triangles within circles. I will know if I have been successful if... I can recognise and identify the three angle properties of circles. I can solve problems by choosing the appropriate properties. I can solve a range of past paper questions, showing all my working.
Cambridge Essentials Mathematics Core 9 GM1.1 Answers. 1 a
GM1.1 Answers 1 a b 2 Shape Name Regular Irregular Convex Concave A Decagon B Octagon C Pentagon D Quadrilateral E Heptagon F Hexagon G Quadrilateral H Triangle I Triangle J Hexagon Original Material Cambridge
More informationChapter Review. In the figure shown, m n and r is a transversal. If m 4 = 112, find the measure of each angle. Explain your reasoning.
In the figure shown, m n and r is a transversal. If m 4 = 112, find the measure of each angle. Explain your reasoning. 1. 6 Since 4 and 6 are alternate interior angles, they are congruent. So, m 6 = 112.
More informationPLC Papers Created For:
PLC Papers Created For: Year 10 Topic Practice Papers: Polygons Polygons 1 Grade 4 Look at the shapes below A B C Shape A, B and C are polygons Write down the mathematical name for each of the polygons
More informationPolygons - Part 1. Triangles
Polygons - Part 1 Triangles Introduction Complementary Angles: are two angles that add up to 90 Example: degrees A ADB = 65 degrees Therefore B + ADB BDC 65 deg 25 deg D BDC = 25 degrees C 90 Degrees Introduction
More informationUnit 3 Geometry. Chapter 7 Geometric Relationships Chapter 8 Measurement Relationships Chapter 9 Optimizing Measurements MPM1D
Unit 3 Geometry Chapter 7 Geometric Relationships Chapter 8 Measurement Relationships Chapter 9 Optimizing Measurements MPM1D Chapter 7 Outline Section Subject Homework Notes Lesson and Homework Complete
More informationMFM 1P. Foundations of Mathematics Grade 9 Applied Mitchell District High School. Unit 4 Geometry There are 5 formal lessons in this unit.
MFM 1P Foundations of Mathematics Grade 9 Applied Mitchell District High School Unit 4 Geometry There are 5 formal lessons in this unit. Lesson # Lesson Title Practice Questions Date Completed 1 Interior
More informationa triangle with all acute angles acute triangle angles that share a common side and vertex adjacent angles alternate exterior angles
acute triangle a triangle with all acute angles adjacent angles angles that share a common side and vertex alternate exterior angles two non-adjacent exterior angles on opposite sides of the transversal;
More informationGM1 End-of-unit Test. 1 Calculate the size of angles a, b and c. 2 ABC is a right-angled triangle. Work out the size of the marked angles.
GM End-of-unit Test Calculate the size of angles a, and c. 2 ABC is a right-angled triangle. a = = c = 3 marks Work out the size of the marked angles. p = q = r = 3 marks Original material Camridge University
More informationChapter 7 Geometric Relationships. Practice Worksheets MPM1D
Chapter 7 Geometric Relationships Practice Worksheets MPM1D Chapter 7 Geometric Relationships Intro Worksheet MPM1D Jensen Part 1: Classify Triangles 1. Classify each triangle according to its side lengths.
More informationACT Math and Science - Problem Drill 11: Plane Geometry
ACT Math and Science - Problem Drill 11: Plane Geometry No. 1 of 10 1. Which geometric object has no dimensions, no length, width or thickness? (A) Angle (B) Line (C) Plane (D) Point (E) Polygon An angle
More informationUnit 10 Study Guide: Plane Figures
Unit 10 Study Guide: Plane Figures *Be sure to watch all videos within each lesson* You can find geometric shapes in art. Whether determining the amount of leading or the amount of glass needed for a piece
More informationClosed shapes with straight sides
41 Unit 6 and 7 Properties of 2D shapes Activity 1 Closed shapes with straight sides (polygons). Let s revise the 2D shapes you learnt about in Grade 5 Closed shapes with straight sides triangle quadrilateral
More informationYear 7 Term 1 Intermediate
Year 7 Term 1 Intermediate Overview: Term 1 Learning Objectives Topic: Integers, Powers and Roots Big Questions: - How do you know when you have found all the factors of a number? - What would the HCF
More informationLines Plane A flat surface that has no thickness and extends forever.
Lines Plane A flat surface that has no thickness and extends forever. Point an exact location Line a straight path that has no thickness and extends forever in opposite directions Ray Part of a line that
More informationWorksheets for GCSE Mathematics. Geometrical Reasoning. Mr Black's Maths Resources for Teachers GCSE 1-9. Shape
Worksheets for GCSE Mathematics Geometrical Reasoning Mr Black's Maths Resources for Teachers GCSE 1-9 Shape Geometrical Reasoning Contents Differentiated Independent Learning Worksheets Drawing and Measuring
More informationame Date Class Practice A 11. What is another name for a regular quadrilateral with four right angles?
ame Date Class Practice A Polygons Name each polygon. 1. 2. 3. 4. 5. 6. Tell whether each polygon appears to be regular or not regular. 7. 8. 9. 10. What is another name for a regular triangle? 11. What
More informationAngles in a polygon Lecture 419
Angles in a polygon Lecture 419 Formula For an n-sided polygon, the number of degrees for the sum of the internal angles is 180(n-2)º. For n=3 (triangle), it's 180. For n=4 (quadrilateral), it's 360. And
More informationYimin Math Centre. 6.1 Properties of geometrical figures Recognising plane shapes... 1
Yimin Math Centre Student Name: Grade: Date: Score: Table of Contents 6 Year 7 Term 3 Week 6 Homework 1 6.1 Properties of geometrical figures............................ 1 6.1.1 Recognising plane shapes...........................
More informationReview Interior Angle Sum New: Exterior Angle Sum
Review Interior Angle Sum New: Exterior Angle Sum QUIZ: Prove that the diagonal connecting the vertex angles of a kite cut the kite into two congruent triangles. 1 Interior Angle Sum Formula: Some Problems
More informationGeometry. Geometry is the study of shapes and sizes. The next few pages will review some basic geometry facts. Enjoy the short lesson on geometry.
Geometry Introduction: We live in a world of shapes and figures. Objects around us have length, width and height. They also occupy space. On the job, many times people make decision about what they know
More information8. prove that triangle is a scalene triangle, right triangle, and/or an isosceles triangle. (evaluation)
Subject: Geometry Unit: Analytic Geometry Grade: 10 Students will: 1. compare parallel and perpendicular slopes. (analysis) 2. find the slope of a line given two points. (application) 3. find the length
More informationShapes and Designs - Unit Test Review Sheet
Name: Class: Date: ID: A Shapes and Designs - Unit Test Review Sheet 1. a. Suppose the measure of an angle is 25. What is the measure of its complementary angle? b. Draw the angles to show that you are
More informationGeometry Mathematics Content Standards
85 The geometry skills and concepts developed in this discipline are useful to all students. Aside from learning these skills and concepts, students will develop their ability to construct formal, logical
More informationLESSON SUMMARY. Properties of Shapes
LESSON SUMMARY CXC CSEC MATHEMATICS UNIT Seven: Geometry Lesson 13 Properties of Shapes Textbook: Mathematics, A Complete Course by Raymond Toolsie, Volume 1 and 2. (Some helpful exercises and page numbers
More informationAn angle that has a measure less than a right angle.
Unit 1 Study Strategies: Two-Dimensional Figures Lesson Vocab Word Definition Example Formed by two rays or line segments that have the same 1 Angle endpoint. The shared endpoint is called the vertex.
More informationLesson 7.1. Angles of Polygons
Lesson 7.1 Angles of Polygons Essential Question: How can I find the sum of the measures of the interior angles of a polygon? Polygon A plane figure made of three or more segments (sides). Each side intersects
More information1. Identify the different parts of a triangle 2. Classify triangles by their angle measures 3. Classify triangles by their side lengths
Lesson 8 Lesson 8, page 1 of 6 Glencoe Geometry Chapter 4.1, 4.2 Classifying Triangles & Angle Measure By the end of this lesson, you should be able to 1. Identify the different parts of a triangle 2.
More informationClassify Triangles. by the Angle Measure &The Side Lengths. Properties a SCALENE Triangle angles 1.Sum of the interior
Classify s by the Angle Measure &The Side Lengths Foldable Resource & Reference Properties a SCALENE angles 1.Sum of the interior equals. 180 2. The measure of each is side length is. different Note: If
More informationSHSAT Review Class Week 3-10/21/2016
SHSAT Review Class Week 3-10/21/2016 Week Two Agenda 1. Going over HW (Test 2) 2. Review of Geometry - Practice set 3. Questions before we leave Test 2 Questions? Ask about any questions you were confused
More informationChapter 1-2 Points, Lines, and Planes
Chapter 1-2 Points, Lines, and Planes Undefined Terms: A point has no size but is often represented by a dot and usually named by a capital letter.. A A line extends in two directions without ending. Lines
More informationGEOMETRY. Chapter 4: Triangles. Name: Teacher: Pd:
GEOMETRY Chapter 4: Triangles Name: Teacher: Pd: Table of Contents DAY 1: (Ch. 4-1 & 4-2) Pgs: 1-5 Pgs: 6-7 SWBAT: Classify triangles by their angle measures and side lengths. Use triangle classification
More informationChapter 2 QUIZ. Section 2.1 The Parallel Postulate and Special Angles
Chapter 2 QUIZ Section 2.1 The Parallel Postulate and Special Angles (1.) How many lines can be drawn through point P that are parallel to line? (2.) Lines and m are cut by transversal t. Which angle corresponds
More informationProperties of a Triangle Student Activity Sheet 1; use with Overview
Student: Class: Date: Properties of a Triangle Student Activity Sheet 1; use with Overview 1. REEVVI IEEW Suppose points A, B, and C are collinear, where B is between A and C. If AB = 2x + 3, BC = 6x 5,
More informationDesigning Polygons: Connecting Your Knowledge
Unit 1: Shapes and Designs//Investigation // Connections Designing Polygons: Connecting Your Knowledge I can define the Properties needed to Construct Polygons Math: Reflection: Total: / 40 For this packet,
More informationYear 6 Summer Term Week 1 to 2 Geometry: Properties of Shapes
Measure with a protractor Introduce angles Calculate angles Vertically opposite angles Angles in a triangle Angles in a triangle special cases Angles in a triangle missing angles Angles in special quadrilaterals
More informationRevision Topic 19: Angles
Revision Topic 19: Angles Angles and parallel lines Recall the following types of angle: Alternate angles (or Z angles) are equal: Corresponding angles (or F angles) are equal: Vertically opposite angles
More informationT103 Final Review Sheet. Central Angles. Inductive Proof. Transversal. Rectangle
T103 Final Review Sheet Know the following definitions and their notations: Point Hexa- Space Hepta- Line Octa- Plane Nona- Collinear Deca- Coplanar Dodeca- Intersect Icosa- Point of Intersection Interior
More informationEuclid s Muse Directions
Euclid s Muse Directions First: Draw and label three columns on your chart paper as shown below. Name Picture Definition Tape your cards to the chart paper (3 per page) in the appropriate columns. Name
More informationUnit 2: Geometric Figures
Unit 2: Geometric Figures This lesson describes elementary geometric figures as : 1. Circles. 2. Triangles. 3. Quadrilaterals. 4. Polygons. The circle (p. 31) Human brain is very good doing shape recognition.
More information1/25 Warm Up Find the value of the indicated measure
1/25 Warm Up Find the value of the indicated measure. 1. 2. 3. 4. Lesson 7.1(2 Days) Angles of Polygons Essential Question: What is the sum of the measures of the interior angles of a polygon? What you
More informationAnswers. (1) Parallelogram. Remember: A four-sided flat shape where the opposite sides are parallel is called a parallelogram. Here, AB DC and BC AD.
Answers (1) Parallelogram Remember: A four-sided flat shape where the opposite sides are parallel is called a parallelogram. Here, AB DC and BC AD. (2) straight angle The angle whose measure is 180 will
More informationBoardworks Ltd KS3 Mathematics. S1 Lines and Angles
1 KS3 Mathematics S1 Lines and Angles 2 Contents S1 Lines and angles S1.1 Labelling lines and angles S1.2 Parallel and perpendicular lines S1.3 Calculating angles S1.4 Angles in polygons 3 Lines In Mathematics,
More informationGrade 8 - geometry investigation - Rene Rix *
OpenStax-CNX module: m35699 1 Grade 8 - geometry investigation - Rene Rix * Pinelands High School This work is produced by OpenStax-CNX and licensed under the Creative Commons Attribution License 3.0 An
More information4-8 Notes. Warm-Up. Discovering the Rule for Finding the Total Degrees in Polygons. Triangles
Date: Learning Goals: How do you find the measure of the sum of interior and exterior angles in a polygon? How do you find the measures of the angles in a regular polygon? Warm-Up 1. What is similar about
More information7) Are HD and HA the same line?
Review for Exam 2 Math 123 SHORT ANSWER. You must show all work to receive full credit. Refer to the figure to classify the statement as true or false. 7) Are HD and HA the same line? Yes 8) What is the
More informationElementary Planar Geometry
Elementary Planar Geometry What is a geometric solid? It is the part of space occupied by a physical object. A geometric solid is separated from the surrounding space by a surface. A part of the surface
More informationGeometry Unit 6 Properties of Quadrilaterals Classifying Polygons Review
Geometry Unit 6 Properties of Quadrilaterals Classifying Polygons Review Polygon a closed plane figure with at least 3 sides that are segments -the sides do not intersect except at the vertices N-gon -
More informationDay #1 Investigation 1.1
1 Day #1 Investigation 1.1 In exercise 1-2, find an equivalent fraction for each fraction. Find one fraction with denominator less than the one given. Find another fraction with a denominator greater the
More informationName. 6b, Triangles. 1. A bridge contains beams that form triangles, as shown below.
Name 6b, Triangles 1. A bridge contains beams that form triangles, as shown below. Which of the following best describes the triangle with the given measures? acute scalene triangle obtuse scalene triangle
More informationExplore 2 Exploring Interior Angles in Polygons
Explore 2 Exploring Interior Angles in Polygons To determine the sum of the interior angles for any polygon, you can use what you know about the Triangle Sum Theorem by considering how many triangles there
More informationExtra Practice 1. Name Date. Lesson 1: Exploring Triangles
Master 6.36 Extra Practice 1 Lesson 1: Exploring Triangles 1. Draw 3 different triangles. Measure and label the side lengths. Name each triangle as equilateral, isosceles, or scalene. 2. Name each triangle
More informationActivity 1 Look at the pattern on the number line and find the missing numbers. Model. (b) (c) (a) (b) (c) (d)
Lesson Look at the pattern on the number line and find the missing numbers. Model (a) (b) (c) 9 Answers: (a) (b) (c) (a) (b) (c) (a) (b) (c) (a) (b) (c) 00 00. (a) (b) 00. (c) 0 0 (a) (b) (c) Use the number
More informationPoints, lines, angles
Points, lines, angles Point Line Line segment Parallel Lines Perpendicular lines Vertex Angle Full Turn An exact location. A point does not have any parts. A straight length that extends infinitely in
More informationGEOMETRY Chapter 4 Lesson Plan: Triangle Congruence
GEOMETRY Chapter 4 Lesson Plan: Triangle Congruence Name Per. Chapter 3 Test 4.1 Learning Goal: I can Read through Lesson 4-2 and fill in study classify triangles by using guide. (pgs.223-226) their angle
More informationFor Exercises 6 and 7, draw the polygons described to help you answer the questions.
Applications Follow these directions for Exercises 1 4. If possible, build a triangle with the given set of side lengths. Sketch your triangle. Tell whether your triangle is the only one that is possible.
More informationCCM Unit 10 Angle Relationships
CCM6+7+ Unit 10 Angle Relationships ~ Page 1 CCM6+7+ 2015-16 Unit 10 Angle Relationships Name Teacher Projected Test Date Main Concepts Page(s) Unit 10 Vocabulary 2-6 Measuring Angles with Protractors
More informationGrade 8 Math WORKBOOK UNIT 1 : POLYGONS. Are these polygons? Justify your answer by explaining WHY or WHY NOT???
Grade 8 Math WORKBOOK UNIT 1 : POLYGONS Are these polygons? Justify your answer by explaining WHY or WHY NOT??? a) b) c) Yes or No Why/Why not? Yes or No Why/Why not? Yes or No Why/Why not? a) What is
More informationGEOMETRY is the study of points in space
CHAPTER 5 Logic and Geometry SECTION 5-1 Elements of Geometry GEOMETRY is the study of points in space POINT indicates a specific location and is represented by a dot and a letter R S T LINE is a set of
More informationCopyright 2009 Pearson Education, Inc. Chapter 9 Section 1 Slide 1 AND
Copyright 2009 Pearson Education, Inc. Chapter 9 Section 1 Slide 1 AND Chapter 9 Geometry Copyright 2009 Pearson Education, Inc. Chapter 9 Section 1 Slide 2 WHAT YOU WILL LEARN Points, lines, planes, and
More informationMath Polygons
Math 310 9.2 Polygons Curve & Connected Idea The idea of a curve is something you could draw on paper without lifting your pencil. The idea of connected is that a set can t be split into two disjoint sets.
More informationChapter 8. Properties of Triangles and Quadrilaterals. 02/2017 LSowatsky
Chapter 8 Properties of Triangles and Quadrilaterals 02/2017 LSowatsky 1 8-1A: Points, Lines, and Planes I can Identify and label basic geometric figures. LSowatsky 2 Vocabulary: Point: a point has no
More informationPolygons and Angles. Polygons and Angles. Solutions. Curriculum Ready.
Polygons and Angles Polygons and Angles Curriculum Ready www.mathletics.com Basics Page 3 questions 1. Circle the shapes that are polygons: 2. Name these polygons (based on the number of sides) and state
More informationContents. Lines, angles and polygons: Parallel lines and angles. Triangles. Quadrilaterals. Angles in polygons. Congruence.
Colegio Herma. Maths Bilingual Departament Isabel Martos Martínez. 2015 Contents Lines, angles and polygons: Parallel lines and angles Triangles Quadrilaterals Angles in polygons Congruence Similarity
More informationAngles KS3 and KS4 Non-Calculator
Angles KS3 and KS4 Non-Calculator Angles in a straight line, angles at a point, vertically opposite angles, angles in a triangle, angles in a quadrilateral, angles associated with parallel lines, interior
More informationOral and mental starter
Lesson 8 Objectives Use correctly the vocabulary, notation and labelling conventions for lines, angles and shapes (Y7) Vocabulary parallel, perpendicular, transversal, intersecting, vertically opposite,
More informationContents. Lines, angles and polygons: Parallel lines and angles. Triangles. Quadrilaterals. Angles in polygons. Congruence.
Colegio Herma. Maths Bilingual Departament Isabel Martos Martínez. 2015 Contents Lines, angles and polygons: Parallel lines and angles Triangles Quadrilaterals Angles in polygons Congruence Similarity
More informationacute angle An angle with a measure less than that of a right angle. Houghton Mifflin Co. 2 Grade 5 Unit 6
acute angle An angle with a measure less than that of a right angle. Houghton Mifflin Co. 2 Grade 5 Unit 6 angle An angle is formed by two rays with a common end point. Houghton Mifflin Co. 3 Grade 5 Unit
More informationc) Are the triangles isosceles, scalene, or equilateral triangles?
Question #1: For the figure shown: 6 4 L 6 T a) Find the length of LT b) Find the length of T c) re the triangles isosceles, scalene, or equilateral triangles? d) Find the perimeter of triangle Question
More informationUNIT 6 Nets and Surface Area Overhead Slides
UNIT 6 Nets and Surface Area Overhead Slides Overhead Slides 6.1 Polygons 6.2 Triangles 6.3 Quadrilaterals 6.4 Name that Shape! 6.5 Drawing Parallelograms 6.6 3-D Shapes 6.7 Cuboid 6.8 Prism 6.9 Plan and
More informationVOCABULARY. Chapters 1, 2, 3, 4, 5, 9, and 8. WORD IMAGE DEFINITION An angle with measure between 0 and A triangle with three acute angles.
Acute VOCABULARY Chapters 1, 2, 3, 4, 5, 9, and 8 WORD IMAGE DEFINITION Acute angle An angle with measure between 0 and 90 56 60 70 50 A with three acute. Adjacent Alternate interior Altitude of a Angle
More informationPre-AICE 2: Unit 5 Exam - Study Guide
Pre-AICE 2: Unit 5 Exam - Study Guide 1 Find the value of x. (The figure may not be drawn to scale.) A. 74 B. 108 C. 49 D. 51 2 Find the measure of an interior angle and an exterior angle of a regular
More informationCircles and Polygons Long-Term Memory Review Review 1 (Note: Figures are not drawn to scale.)
Review 1 (Note: Figures are not drawn to scale.) 1. Fill in the lank: In circle below, the angle shown is a/an angle. 2. The measure of a central angle and the measure of the arc that it intersects are
More informationYear. Small Steps Guidance and Examples. Block 1 Properties of Shapes. Released March 2018
Released March 2018 The sequence of small steps has been produced by White Rose Maths. White Rose Maths gives permission to schools and teachers to use the small steps in their own teaching in their own
More informationProving Theorems about Lines and Angles
Proving Theorems about Lines and Angles Angle Vocabulary Complementary- two angles whose sum is 90 degrees. Supplementary- two angles whose sum is 180 degrees. Congruent angles- two or more angles with
More informationGeometry: Angle Relationships
Geometry: Angle Relationships I. Define the following angles (in degrees) and draw an example of each. 1. Acute 3. Right 2. Obtuse 4. Straight Complementary angles: Supplementary angles: a + b = c + d
More informationHigh School Geometry. Correlation of the ALEKS course High School Geometry to the ACT College Readiness Standards for Mathematics
High School Geometry Correlation of the ALEKS course High School Geometry to the ACT College Readiness Standards for Mathematics Standard 5 : Graphical Representations = ALEKS course topic that addresses
More informationGeometry Basics of Geometry Precise Definitions Unit CO.1 OBJECTIVE #: G.CO.1
OBJECTIVE #: G.CO.1 OBJECTIVE Know precise definitions of angle, circle, perpendicular line, parallel line, and line segment, based on the undefined notions of point, line, distance along a line, and distance
More informationFall Semester Exam Review Part 2
Name Teacher Class Period all Semester Exam Review Part 2 26 Triangle KL is on the coordinate grid below. 28 Line Segment RS is shown on the coordinate grid below. What is the slope of the altitude from
More informationGeometry. Oklahoma Math Day INSTRUCTIONS:
Oklahoma Math Day November 16, 016 Geometry INSTRUCTIONS: 1. Do not begin the test until told to do so.. Calculators are not permitted. 3. Be sure to enter your name and high school code on the answer
More informationMgr. ubomíra Tomková GEOMETRY
GEOMETRY NAMING ANGLES: any angle less than 90º is an acute angle any angle equal to 90º is a right angle any angle between 90º and 80º is an obtuse angle any angle between 80º and 60º is a reflex angle
More informationH.Geometry Chapter 4 Definition Sheet
Section 4.1 Triangle Sum Theorem The sum of the measure of the angles in a triangle is Conclusions Justification Third Angle Theorem If two angles in one triangle are to two angles in another triangle,
More informationYear 9 Maths Overview
Year 9 Maths Overview Unit Duration (lessons) Learning Objectives/Outcomes Data Handling 20 To interpret and discuss the data in a variety of ways To design and criticise a questionnaire To interpret and
More informationPROPERTIES OF TRIANGLES AND QUADRILATERALS (plus polygons in general)
Mathematics Revision Guides Properties of Triangles, Quadrilaterals and Polygons Page 1 of 15 M.K. HOME TUITION Mathematics Revision Guides Level: GCSE Foundation Tier PROPERTIES OF TRIANGLES AND QUADRILATERALS
More informationName Date Teacher Practice A
Practice A Triangles Identify each triangle by its angles and sides. 1. 2. 3. Find each angle measure. 4. Find x in the acute 5. Find y in the right 6. Find r in the obtuse 7. Find x in the acute 8. Find
More informationMrs. Daniel s Geometry Vocab List
Mrs. Daniel s Geometry Vocab List Geometry Definition: a branch of mathematics concerned with questions of shape, size, relative position of figures, and the properties of space. Refectional Symmetry Definition:
More informationAnswer Key. 1.1 The Three Dimensions. Chapter 1 Basics of Geometry. CK-12 Geometry Honors Concepts 1. Answers
1.1 The Three Dimensions 1. Possible answer: You need only one number to describe the location of a point on a line. You need two numbers to describe the location of a point on a plane. 2. vary. Possible
More informationLesson 10: Parts and Types of Triangles
Lesson 10: Parts and Types of Triangles Learning Target: I can find the unknown angles and cite geometric justifications regarding angles in a triangle I can identify different types of triangles based
More informationJanuary Regional Geometry Team: Question #1. January Regional Geometry Team: Question #2
January Regional Geometry Team: Question #1 Points P, Q, R, S, and T lie in the plane with S on and R on. If PQ = 5, PS = 3, PR = 5, QS = 3, and RT = 4, what is ST? 3 January Regional Geometry Team: Question
More informationIndiana State Math Contest Geometry
Indiana State Math Contest 018 Geometry This test was prepared by faculty at Indiana University - Purdue University Columbus Do not open this test booklet until you have been advised to do so by the test
More informationMath 3315: Geometry Vocabulary Review Human Dictionary: WORD BANK
Math 3315: Geometry Vocabulary Review Human Dictionary: WORD BANK [acute angle] [acute triangle] [adjacent interior angle] [alternate exterior angles] [alternate interior angles] [altitude] [angle] [angle_addition_postulate]
More informationPolygon Angle-Sum Theorem:
Name Must pass Mastery Check by: [PACKET 5.1: POLYGON -SUM THEOREM] 1 Write your questions here! We all know that the sum of the angles of a triangle equal 180. What about a quadrilateral? A pentagon?
More informationMPM1D Page 1 of 6. length, width, thickness, area, volume, flatness, infinite extent, contains infinite number of points. A part of a with endpoints.
MPM1D Page 1 of 6 Unit 5 Lesson 1 (Review) Date: Review of Polygons Activity 1: Watch: http://www.mathsisfun.com/geometry/dimensions.html OBJECT Point # of DIMENSIONS CHARACTERISTICS location, length,
More informationLesson 1.9.1: Proving the Interior Angle Sum Theorem Warm-Up 1.9.1
NME: SIMILRITY, CONGRUENCE, ND PROOFS Lesson 9: Proving Theorems bout Triangles Lesson 1.9.1: Proving the Interior ngle Sum Theorem Warm-Up 1.9.1 When a beam of light is reflected from a flat surface,
More informationStandards Map - Basic Comprehensive Program Grades Eight Through Twelve - Mathematics
Publisher: Pearson Ed. Inc., publishing as Prentice Hall Program Title: Prentice Hall Geometry 2011 Components: SE, TE Grade Level(s): 9-12 Intended Audience: s Map - Basic Comprehensive Program Grades
More informationMath: Grade 6 Unit: Data About Us: Statistics Suggested Length: 5-6 weeks
Reporting Category: Data and Analysis Math: Grade 6 Unit: Data About Us: Statistics Suggested Length: 5-6 weeks Enduring Understanding and Essential Questions Concepts & Eligible Content (6 th grade PA
More informationChislehurst and Sidcup Grammar School Mathematics Department Year 9 Programme of Study
Chislehurst and Sidcup Grammar School Mathematics Department Year 9 Programme of Study Timings Topics Autumn Term - 1 st half (7 weeks - 21 lessons) 1. Algebra 1: Expressions, Formulae, Equations and Inequalities
More informationWorkout Section. 11. Identify correctly the sum of the interior angels of a regular hexagon. 1. Perform the following metric conversion. 0.56cm =?
1. Perform the following metric conversion. 0.56cm = dm 2. Perform the following metric conversion. 11. Identify correctly the sum of the interior angels of a regular hexagon. 12. Identify the correct
More informationheptagon; not regular; hexagon; not regular; quadrilateral; convex concave regular; convex
10 1 Naming Polygons A polygon is a plane figure formed by a finite number of segments. In a convex polygon, all of the diagonals lie in the interior. A regular polygon is a convex polygon that is both
More information16-17 entrance exam for grade 7 going to 8
Page 1 of 11 16-17 entrance eam for grade 7 going to 8 1. 3,672 + 389 = 4,061 2. 5,733 + 79 = 5,812 3. 705 524 = 181 4. 804 356 = 448 5. 5,200 2,461 = 2,739 6. 2 3 = 6 7. 9 6 = 54 8. 8 8 = 64 9. 36 3 108
More informationSection 9.1. Points, Lines, Planes, and Angles. Copyright 2013, 2010, 2007, Pearson, Education, Inc.
Section 9.1 Points, Lines, Planes, and Angles What You Will Learn Points Lines Planes Angles 9.1-2 Basic Terms A point, line, and plane are three basic terms in geometry that are NOT given a formal definition,
More information