You're about to create your best presentation ever

Presentation Background Geometric

Create your presentation by reusing one of our great community templates.

Geometric Shapes Presentation

Transcript: The Importance of Geometric Shapes in Everyday Life Geometric shapes play a crucial role in numerous real-world applications, from architecture and engineering to art and design. By mastering their properties and classifications, one can enhance problem-solving skills and creativity in various fields. Architecture Design In architecture, geometric shapes are essential for designing buildings and structures, providing stability and aesthetic appeal through well-defined forms. Engineering Applications Engineers utilize geometric shapes in creating efficient and effective designs for machinery and infrastructure, ensuring functionality and safety. Applications of Geometric Shapes Geometric Shapes Presentation Artistic Expression Artists often incorporate geometric shapes in visual art to create patterns, compositions, and innovative artworks that challenge perceptions. Mathematical Problem Solving In mathematics, geometric shapes are fundamental in teaching concepts and solving problems involving area, volume, and spatial reasoning. An exploration of various geometric shapes, their properties, and applications. Distinction Between 2D and 3D Shapes Understanding the fundamental differences and characteristics of geometric shapes across dimensions. 2D Shapes 2D shapes are defined by only two dimensions: length and width. They are flat and can be drawn on a plane without any depth. Examples include circles, squares, and triangles. 3D Shapes 3D shapes incorporate three dimensions: length, width, and depth. These shapes occupy physical space and can be visualized from multiple angles. Examples include cubes, spheres, and pyramids. Defining Properties Diversity in Triangles Geometric shapes possess distinct attributes that define their characteristics, such as the number of sides, angles, and symmetry. These properties allow us to categorize and analyze shapes effectively. For instance, a square, which is a type of quadrilateral, has four equal sides and four right angles, making it a regular polygon. In contrast, a triangle can have varying attributes depending on its type, such as equilateral, isosceles, or scalene. An equilateral triangle has three equal sides and angles, while a scalene triangle has sides of different lengths and angles of different measures. This diversity in properties helps illustrate the complexity and beauty of geometric shapes. Two-Dimensional Shapes Two-dimensional shapes are flat and have only length and width. They include basic shapes such as circles, squares, rectangles, and triangles, each defined by unique characteristics like the number of sides and angles. Types of Geometric Shapes Three-Dimensional Shapes Three-dimensional shapes possess depth in addition to length and width, allowing them to occupy physical space. Examples include cubes, spheres, cylinders, and pyramids, which can be analyzed in terms of volume and surface area. Understanding Geometric Shapes: The Building Blocks of Mathematics and Design Geometric shapes are essential components in both mathematical theory and practical design. They encompass a variety of forms, each with unique properties that contribute to their classification. This presentation will delve into the significance of these shapes and their applications in different fields.

Background Presentation

Transcript: 14th Week Consulting interns can be expensive Time and Money Personal Experience Preliminary Design Stage NFPA 101 and NFPA 13 New and Existing Education, Business, and Mercantile Definition of Project This app would be used to provide interns and recent graduates with an outline of guidelines for how to design and review designs of specific occupancies. With the given time frame, I will be writing the information that will go into the app Begin parametric study: Speak with my mentor and Jason to understand more about what critical variables I could concentrate on for this app. Choose those parameters and begin my study Gather information from NFPA 101 and NFPA 13 for new and existing education, business, and mercantile occupancies. By: Breanne Thompson Next Steps (Continued) Finish preparing for Draft of Analysis Pull together and discuss results of project Draw my conclusions and state future work needed Turn in Final Paper! 10th and 11th Week Turn in my parametric study Begin draft of analysis Map out the process of the app for the key elements 15th Week References Next Steps 7th Week Prepare for Final Presentation Summarize my draft of analysis into presentation Work on how to incorporate a live demonstration for my presentation App Development Background Information 8th-9th Week Continuous Process Objective-C for Apple products Java for Android products 6 months of studying Places to Learn: Codecademy, iOS Dev Center, Android Developers Training Hire App Developer will cost thousands Prepare Final Paper Dive into Shark Tank! 1. http://lifehacker.com/5401954/programmer-101-teach-yourself-how-to-code 2. http://www.bluecloudsolutions.com/blog/cost-develop-app/ 6th Week Background Presentation 12th-13th Week

Background Presentation

Transcript: Real action and accountability Amnesty International Non-state actors/ Rebel Groups?? ...and what about men?? ignoring male rape victims? would rape exist without a man? Weapons of War: Rape UN as an Arena - NGO's - Discussion and dialogue Arena Instrument Actor Critical Thinking Weapons of War: Rape UN as an instrument UNSC Resolution 1820 (2008) UN as an Actor - UN Action Against Sexual Violence in Conflict Weapons of War: Rape Problems with 1820 "Roles and Functions of International Organizations" "Sexual violence, when used as a tactic of war in order to deliberately target civilians or as a part of a widespread or systematic attack against civilian populations, can significantly exacerbate situations of armed conflict and may impede the restoration of international peace and security… effective steps to prevent and respond to such acts of sexual violence can significantly contribute to the maintenance of international peace and security" (UNSC Resolution 1820, p. 2)" http://www.stoprapenow.org/uploads/advocacyresources/1282164625.pdf Background Presentation- Kristin Mann Weapons of War: Rape Brief Insight - used to manipulate social control - destabilize communities - weaken ethnic groups and identities Examples: - Sudanese Militia - Rwanda Genocide - DRC Critical Thinking http://www.womenundersiegeproject.org/blog/entry/the-need-for-numbers-on-rape-in-warand-why-theyre-nearly-impossible-to-get Critical Thinking Increased Data Collection by international organizations - determine humanitarian responses - ensures justice and reparation - provides recognition and dignity

GEOMETRIC

Transcript: G E O M E T R I C SEQUENCES SERIES by: Leon C. Sebastian III Mariel Althea Hirang Mario Dela Cruz Cindirella Magan Alber Manalo IV- St. ARNOLD JANSSEN 2-1 a = 3(-5) =3(-5) =3(25) =75 Start n + FIN a. Cut a paper in half E 1 Geometric Series a (1-r ) The sum of a finite geometric sequence is calculated by formula 12 2 4 Sum of the first n terms of a geometric sequence Insert two geometric means between 6 and 750. 2 3(1-531441) 3 b = (4)(484) 0 n Therefore, the geometric mean of 4 and 484 is 44 E In this lesson, you will learn to: n-1 4-1 replace a with 24, r with 1/2, and n with 8 In the geometric series: 1 1 1-r n-1 The nth term of a geometric sequence with first term a and a common ratio r is given by the formula. 1 E Imagine: 1 n xamples 1 or 1 1 6,__,__,750 Substitute a =-40, r=-2, and n=4. Determine the first four terms of the geometric sequence whose nth term is given by a = 3(-5) n 3-1 Geometric means E n-1 There are four terms in the given sequence: n The sum of a geometric sequence 1 1-1 3. differentiate a finite geometric sequence from an infinite sequence. 12 3(-531440) Formula for the nth term of Geometric Sequence 4÷ 2=2 8÷4=2 16÷ 8=2 a = 24 and r=12÷24 or 1/2 =3/16 c. Continue stacking and cutting paper into strips about half an inch wide. n Find the first term of a geometric sequence whose fourth term is -40 and whose comon ratio is -2. a = 24 (1/2) 8 S =_______ n-1 n 2. differentiate a geometric sequence from an arithmetic sequence; =24 (1/2) 3 1 . a = a r 7 a = 3(-5) =3(-5) =3(-125) =-375 1 1 1 Complete the table 1 4 3 n-1 2 S = ________ S =________ S =_________ S =_________ S = 1 E n 12 a = 3(-5) =3(-5) =3(-5) =-15 a = a r 750=6r 125=r 5=r 4. determine the geometric means and nth term of a geometric sequence; and Rule 4 n find the geometric mean of 4 and 484 -40=a (-2) -40=a (-2) -40= -8a a=5 4-1 1-(-3) a =3(-5) =3(-5) =3(1) =3 E 1 2 xploration xamples 3 [1-(-3) ] - 1 12 8-1 xamples 2 xamples a = a r a = a r E . + S =a +a r +a r +a r +...a r +a r 3 Find the sum of first 12 terms of geometric sequences 3,-9,27,-81,243... a (1-r ) THNK In the sequene 2,4,8,16,32, the terms 4,8,16 are the three geometric means between 2 and 16. The terms between two given terms in a geometric sequence are called GEOMETRIC MEANS -398580 3 1. Illustrate a geometric sequence; 1-r find the 8th term of the geometric sequence 24,12,6,3,... the required mean satisfies the equation: E LESSON 1.3 1 - where a is the first term, r is the common ratio, and n is the number of n terms. b. Stack the halves and cut the stack in half xtension 1+3 in the sequence 2,4,8,16,32... 12 the common ratio is 2 4-1 b = 1936 b = 44 The sequence formed in Exploration is a geometric sequence. In a Geometric sequence, thee ratio of any two consecutive terms is constant. The constant ratio is called common ratio represented by r. 1 1 n-2 5. find the sum of the nthterm of a given finite or infinite sequence. xamples 3 xamples

Now you can make any subject more engaging and memorable