Examples of Title Pages (include your name) (Be Creative)

Slides:



Advertisements
Similar presentations
Parallelogram A quadrilateral with both pairs of opposite sides parallel *opposite sides are congruent *opposite angles are congruent *diagonals bisect.
Advertisements

Quadrilateral Venn Diagram
TODAY IN GEOMETRY…  REVIEW: Properties of Parallelograms  Practice QUIZ  Learning Target : 8.3 Prove a quadrilateral is a parallelogram  Independent.
6-3 Proving That a Quadrilateral Is a Parallelogram
Proving Quadrilaterals are Parallelograms - Sec 6.3 GOALS: To prove a quadrilateral is a parallelogram (6 ways to do so!)
A Study of all things 4 sided. Quadrilaterals Parallelograms.
Parallelograms Unit 8.2. What is a parallelogram Definition: a parallelogram is a quadrilateral with both pairs of opposite sides parallel.
Geometry Notes Lesson 4.1B Special Quadrilaterals.
Warm up is on the back table. Please get one and start working ♥
6.3 Proving Quadrilaterals are Parallelograms Day 3.
5.2 Proving Quadrilaterals are Parallelograms Definition of Parallelogram: Both pairs of opposite sides are parallel.
Section 5.1 Properties of Parallelograms
6.3 Showing Quadrilaterals are Parallelograms Textbook pg 316.
Ways of proving a quadrilaterals are parallelograms Section 5-2.
Chapter 8.2 Notes: Use Properties of Parallelograms
Parallelograms have Properties Click to view What is a parallelogram? A parallelogram is a quadrilateral with both pairs of opposite sides parallel.
Rhombus 1.Both pairs of opposite sides are parallel 2. Both pairs of opposite sides are congruent 3. Both pairs of opposite angles are congruent 4. Consecutive.
Geometry 6-4 Rhombus Opposite sides parallel? Opposite sides congruent? Opposite angles congruent? Consecutive angles supplementary? Diagonals congruent?
Geometry 6-4 Properties of Rhombuses, Rectangles, and Squares.
Quadrilaterals ParallelogramsRectangleRhombusTrapezoids Isosceles Trapezoid Squares Orange Book Page 14: Do you know the tree?
EXAMPLE 3 List properties of special parallelograms
Ways to Prove that Quadrilaterals are Parallelograms
Use Properties of Parallelograms
A D B C Definition: Opposite Sides are parallel.
6.3 Proving Quadrilaterals are Parallelograms. Theorem If both pairs of opposite sides of a quadrilateral are parallel, then it is a parallelogram.
QUADRILATERALS SPI: Identify, define or describe geometric shapes given a visual representation or written description of its properties.
Date: Topic: Properties of Parallelograms (7.1) Warm-up Find x and the missing angle measures The angles of a triangle add up to 180 degrees. 3x + 4x +
7.2 Parallelograms. Definition: A parallelogram is a quadrilateral with both pairs of opposite sides parallel. Consecutive angles Opposite angles.
Special Quadrilaterals. KITE  Exactly 2 distinct pairs of adjacent congruent sides  Diagonals are perpendicular  Angles a are congruent.
5.4 Quadrilaterals Objectives: Review the properties of quadrilaterals.
Parallelograms Properties & Attributes. Parallelograms …are quadrilaterals in which both pairs of opposite sides are parallel If a quadrilateral is a.
 6.3 Showing Quadrilaterals are Parallelograms. We can use the theorems from 6.2 to prove that quadrilaterals are parallelograms  What 5 facts are ALWAYS.
Interior and exterior angles. Exterior and interior angles are supplementary.
Sections  A parallelogram must have:  Both pair of opposite sides congruent  Both pair of opposite angles congruent  Consecutive angles that.
Do-Now 1)Find x. 2) Find x. 4x + 1 3x + 1 2x x 2x – 10 x 2 – 2x – 69.
Parallelograms have Properties
Rhombus – a quadrilateral with ______ _________ _________ ________
Vocabulary Prototype: A preliminary sketch of an idea or model for something new. It’s the original drawing from which something real might be built or.
8.2 Parallelograms.
Geometry 10.6 Quadrilateral Family.
: Parallelograms Objectives:
Vocabulary Prototype: A preliminary sketch of an idea or model for something new. It’s the original drawing from which something real might be built or.
Module 15: Lesson 7 Conditions for Rectangles, Rhombi, and Squares
Parallelograms.
6-2B Proving Quadrilaterals Are Parallelograms
Warmup.
Chapter 5 -- Quadrilaterals
Ways to Prove Quadrilaterals are Parallelograms
Module 9, Lessons 9.1 and Parallelograms
Module 15: Lesson 7 Conditions for Rectangles, Rhombi, and Squares
Properties of Parallelograms
Trapezoid Special Notes!
6-2 Properties of Parallelograms
Parallelogram Definition: A quadrilateral with two pairs of parallel sides. Picture: Marked parallel and congruent.
6.2 Properties of Parallelograms
Section 5-1 Parallelograms.
Six Properties of Parallelograms
Unit 6 Quadrilaterals Section 6.1 Properties of Parallelograms
Lesson 61 Determining if a Quadrilateral is a Parallelogram
6.3 Proving Quadrilaterals are Parallelograms
Unit 6 Quadrilaterals Section 6.3 Properties of Rectangles
6-1 Parallelograms Objectives:
Module 15: Lesson 6 Properties of Parallelograms
6.3 Conditions for Parallelograms
Lesson: 6.2 Tests for Parallelograms Pages: 298 – 300 Objectives:
Proving Quadrilaterals Are Parallelograms
Properties of Parallelograms
6.3 Proving Quadrilaterals and Parallelograms
Bellringer Can a triangle have the sides with the given lengths? Explain 8mm, 6mm, 3mm 5ft, 20ft, 7ft 3m, 5m, 8m.
Presentation transcript:

Examples of Title Pages (include your name) (Be Creative)

AP Computer Science Principles Frayer Model Vocabulary Unit 1

Unit 1 Frayer Model Vocabulary By: Smart Student

Example Slides to follow

In binary made of 1s and/or 0s Byte: a chunk of eight bits Properties: 8 bits together Larger than a bit In binary made of 1s and/or 0s Byte: a chunk of eight bits Byte Examples: 01101000 Non-Examples:

The speed of which a computer can send and receive bits of data, expressed in bits per second. The bit rate of compact cassettes were 2,000 bit/s. The world’s fastest computer has a bit rate of 1.125 Tb/s. Bit Rate Any other rate: meters per second, miles per hour, bits per year, etc.

Code Language in which humans can communicate with computers directly. -More computer languages than there are languages -Different levels of code languages -Composed of commands, computers respond through output Code

Parallelogram 5 Properties of a Parallelogram Both pairs of opposite sides are parallel Both pairs of opposite sides are congruent Both pairs of opposite angles are congruent Diagonals bisect each other Same side interior angles are supplementary A Parallelogram is a 4 sided shape with opposite sides being parallel. Parallelogram Non-Examples

START HERE With your Title Slide (delete all prior example slides)

Innovation A description in your own words Research to find 3 or more Facts Characteristics and Properties Using Bullet Points is encouraged Innovation Picture/Diagram Visual Example This Picture must ENHANCE the vocabulary. RESEARCH to find a great photo You can also create a custom diagram using Google Drawing Apppropriate Non-Examples Picture/Diagram This NON-Example has to be related to the vocabulary word but a clear non-example.

Binary Question A description in your own words Research to find 3 or more Facts Characteristics and Properties Using Bullet Points is encouraged Binary Question Picture/Diagram Visual Example This Picture must ENHANCE the vocabulary. RESEARCH to find a great photo You can also create a custom diagram using Google Drawing Apppropriate Non-Examples Picture/Diagram This NON-Example has to be related to the vocabulary word but a clear non-example.

Binary Message A description in your own words Research to find 3 or more Facts Characteristics and Properties Using Bullet Points is encouraged Binary Message Picture/Diagram Visual Example This Picture must ENHANCE the vocabulary. RESEARCH to find a great photo You can also create a custom diagram using Google Drawing Apppropriate Non-Examples Picture/Diagram This NON-Example has to be related to the vocabulary word but a clear non-example.

Bit or “Binary Digit” A description in your own words Research to find 3 or more Facts Characteristics and Properties Using Bullet Points is encouraged Bit or “Binary Digit” Picture/Diagram Visual Example This Picture must ENHANCE the vocabulary. RESEARCH to find a great photo You can also create a custom diagram using Google Drawing Apppropriate Non-Examples Picture/Diagram This NON-Example has to be related to the vocabulary word but a clear non-example.

Bit Rate A description in your own words Research to find 3 or more Facts Characteristics and Properties Using Bullet Points is encouraged Bit Rate Picture/Diagram Visual Example This Picture must ENHANCE the vocabulary. RESEARCH to find a great photo You can also create a custom diagram using Google Drawing Apppropriate Non-Examples Picture/Diagram This NON-Example has to be related to the vocabulary word but a clear non-example.

Byte A description in your own words Research to find 3 or more Facts Characteristics and Properties Using Bullet Points is encouraged Byte Picture/Diagram Visual Example This Picture must ENHANCE the vocabulary. RESEARCH to find a great photo You can also create a custom diagram using Google Drawing Apppropriate Non-Examples Picture/Diagram This NON-Example has to be related to the vocabulary word but a clear non-example.

Bandwidth A description in your own words Research to find 3 or more Facts Characteristics and Properties Using Bullet Points is encouraged Bandwidth Picture/Diagram Visual Example This Picture must ENHANCE the vocabulary. RESEARCH to find a great photo You can also create a custom diagram using Google Drawing Apppropriate Non-Examples Picture/Diagram This NON-Example has to be related to the vocabulary word but a clear non-example.

Latency A description in your own words Research to find 3 or more Facts Characteristics and Properties Using Bullet Points is encouraged Latency Picture/Diagram Visual Example This Picture must ENHANCE the vocabulary. RESEARCH to find a great photo You can also create a custom diagram using Google Drawing Apppropriate Non-Examples Picture/Diagram This NON-Example has to be related to the vocabulary word but a clear non-example.

Decimal Number System (base 10) A description in your own words Facts, Characteristics and properties Decimal Number System (base 10) Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Binary Number System (base 2) A description in your own words Facts, Characteristics and properties Binary Number System (base 2) Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Hexadecimal Number System (base 16) A description in your own words Facts, Characteristics and properties Hexadecimal Number System (base 16) Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

ASCII A description in your own words Facts, Characteristics and properties ASCII Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

HTML A description in your own words Facts, Characteristics and properties HTML Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

HTTP A description in your own words Facts, Characteristics and properties HTTP Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Code A description in your own words Facts, Characteristics and properties Code Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

IETF A description in your own words Facts, Characteristics and properties IETF Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Internet A description in your own words Facts, Characteristics and properties Internet Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

IP Address A description in your own words Facts, Characteristics and properties IP Address Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Packets A description in your own words Facts, Characteristics and properties Packets Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

DNS A description in your own words Facts, Characteristics and properties DNS Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Heuristic A description in your own words Facts, Characteristics and properties Heuristic Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

(This slide is very important) A description in your own words Facts, Characteristics and properties Algorithm (This slide is very important) Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Encoding A description in your own words Facts, Characteristics and properties Encoding Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Routers A description in your own words Facts, Characteristics and properties Routers Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Redundancy A description in your own words Facts, Characteristics and properties Redundancy Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

TCP A description in your own words Facts, Characteristics and properties TCP Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Request For Comments (RFC) A description in your own words Facts, Characteristics and properties Request For Comments (RFC) Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

(This slide is very important) A description in your own words Facts, Characteristics and properties Abstraction (This slide is very important) Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Server A description in your own words Facts, Characteristics and properties Server Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples

Client A description in your own words Facts, Characteristics and properties Client Example/Diagram You can also create a custom diagram using Google Drawing Non-Examples