Literacy Research Memory stretch

Slides:



Advertisements
Similar presentations
Geometric Constructions: Congruent Segments and Congruent Angles Geometry Mr. Zampetti Unit 2, Day 1.
Advertisements

Geometry 10.7 Locus not Locust!. June 8, 2015Geometry 10.7 Locus2 Goals  Know what Locus is.  Find the locus given several conditions.
Which rectangle is bigger – A or B? Why?
Ruler &Compass Constructions
Perpendicular Bisector of a Segment and Angle Bisector
Constructions. Supplies Paper (thick stack) Compass Straight Edge.
© T Madas
Constructing Bisectors. Bisecting a Segment A B 1)Place the needle of your compass on A. Make its width more than half-way to B, and make a half-circle.
Aim: How can we review what a locus is and its rules? Do Now: What is the definition of a locus? A locus is a set of points that satisfies a certain condition.
Warm-Up 1)Solve for x 2)Solve for x 142° (x-11)° 81° (9x)°
Geometry CH 1-6 Basic Constructions End of Lecture / Start of Lecture mark.
12.2 Chords and Arcs Theorem 12.4 and Its Converse Theorem –
Construction Angle Bisectors and Parallel Lines Angle Bisector Parallel lines and properties.
Drawing a Circumcircle. How to…. Step 1 Starting with a triangle with corners A, B and C, construct the perpendicular bisector of AB. To do this, set.
3.6—Bisectors of a Triangle Warm Up 1. Draw a triangle and construct the bisector of one angle. 2. JK is perpendicular to ML at its midpoint K. List the.
Year 8: Constructions Dr J Frost Last modified: 27 th September 2015.
Geometric Constructions
GeometryGeometry 10.7 Locus. GeometryGeometry Drawing a Locus that Satisfies One Condition A locus in a plane is a set of all points in a plane that satisfy.
Loci. What is a locus? A locus is all the possible positions that can be describer by a rule E.g. Describe the locus of an object that is always 2cm from.
Constructions and 3D Drawings. Constructing Perpendicular Bisectors - Perpendicular Bisectors are lines that cut each other in half at right angles.
Topic 1 Summary Segments and Angles. Segment Addition Postulate Example 1Example 2.
1-6 Basic Constructions.
1.6 Basic Construction 1.7 Midpoint and Distance Objective: Using special geometric tools students can make figures without measurments. Also, students.
Constructing Triangles Tri 1 side/2 angles Constructions Example 1: To construct a triangle of base 9 cm with angles of 35 o and 65 o. To construct a.
Section 10-2 Arcs and Central Angles. Theorem 10-4 In the same circle or in congruent circles, two minor arcs are congruent if and only if their corresponding.
Constructions Bisect – To divide something into two equal parts Perpendicular – Lines that intersect to form right angles. Today’s constructions: –Bisect.
10.7 Locus.
12.2 Chords and Arcs.
Chords and Arcs Geometry 11-2.
Day 44 – Summary of inscribed figures
Perpendicular bisector of a line.
1.6 Basic Constructions SOL: G4 Objectives: The Student Will …
Chapter 5.1 Segment and Angle Bisectors
Constructing Bisectors
Perpendicular line Construction
Literacy Research Memory Skill Stretch
Press Esc on Keyboard to Exit © Project Maths Development Team 2009
Literacy Research Memory Skill stretch
With pairs of compasses!
5 Construction 2 Perpendicular Bisector of a Segment, Using Only Compass and Straight Edge Draw a line segment [CD]. Place the compass needle point on.
Constructions Draw one or more of these – think before you start!
CHAPTE R The concept of Two-Dimensional Loci
S9.1 Constructing triangles
Ruler &Compass Constructions
Constructions.
Angle Bisector Construction
04/12/2018 Drawing in maths – KEY WORDS Sketch
Constructions.
Literacy Research Memory Skill Practice Stretch!
Geometry 10.7 Locus not Locust!.
10.7 Locus.
Perpendicular bisector of a line.
Basic Constructions Constructing a congruent segment
S9.1 Constructing triangles
John wants to stand exactly the same distance away from the Ash tree and the Oak tree. Where should John stand?
Basic Constructions Skill 06.
Day 44 – Summary of inscribed figures
Unit 9. Day 17..
Use a ruler and a protractor to draw a segment 5 cm long and a 50 degree angle . Then use the ruler and a protractor to draw a bisector of the segment.
Loci and Constructions
GEOMETRICAL CONSTRUCTIONS
Bisecting an angle.
8. Constructions and Loci
Lesson 4.6 Angle Constructions pp
Angle Bisector Construction
Using a protractor, draw the angles:
Bisectors & Loci – Demonstration
Bisectors & Loci – Higher – GCSE Questions – AQA
Presentation transcript:

Literacy Research Memory stretch Loci Literacy Research Memory Using suitable drawings as examples, describe what the following are: An Arc A Perpendicular Bisector of a line An Angle Bisector of any angle Loci and Regions The locus of an object is the path it takes following a given rule or set of rules. E.g. A pendulum of a clock is swinging from a fixed point so its path is an arc as it swings from side to side… Find out about one real life application of the topic of Loci and write a summary about it… stretch Construct the following picture accurately using a pair of compasses. I would suggest the outer circle has a diameter of 12cm to help with the accurate use of the pair of compasses!

Literacy Research Memory Skill Challenge Title:- Set on Due on Literacy Research Memory Skill Challenge