Measurement of a Pond Basics of plane geometry Idea of the Coordinate Plane Confining an Area Practical skill Cooperation in the Group Lake measurement.

Slides:



Advertisements
Similar presentations
Hard Instances of the Constrained Discrete Logarithm Problem Ilya MironovMicrosoft Research Anton MityaginUCSD Kobbi NissimBen Gurion University Speaker:
Advertisements

Z- Transform and Its Properties
1.1 Line Segments, Distance and Midpoint
ECE555 Lecture 10 Nam Sung Kim University of Wisconsin – Madison
Group - E Group Members Burdukov, Ilya Igorevich Lewczyk, Tomasz Sithambaram, Sasitharan Penmatcha, Bharath Steszewski, Andrew Joseph MAE412.
3.6 PARALLEL LINES IN THE COORDINATE PLANE 1 m = GOAL
D x D V y 1 L x D L x 1 L x 2 V y 2 V y 3 xDxD y1y1 y2y2 x1x1 x2x2 y3y3 x3x3 y4y4 z.
O A Corpo 1 Cinemática e Cinética de Partículas no Plano e no Espaço Análise Dinâmica dos Corpos O X Y X1X1 Y1Y1 X2X2 Y2Y2 X3X3 Y3Y3 A B P l = 75 mm l.
1. 2 Memória (R-bit register) Circuito Combinatório D1D1 DRDR TRTR T1T1 X1X1 XLXL Y1Y1 YNYN clockreset MEF.
robot con 6 gradi di mobilità
Measuring Nanostructures. How do we see nanostructures? A light microscope? Helpful, but cannot resolve below 1000 nm An electron microscope? Has a long.
Suggested Activities Unit 1: Unraveling the Problem- Solving Process.
Thursday, March 7 Duality 2 – The dual problem, in general – illustrating duality with 2-person 0-sum game theory Handouts: Lecture Notes.
The Derivative in Graphing and Application
One-to-One Functions; Inverse Function
Slope of a Line 11-2 Warm Up Problem of the Day Lesson Presentation
Instructions for using this template. Remember this is Jeopardy, so where I have written Answer this is the prompt the students will see, and where I.
Calculating Slope m = y2 – y1 x2 – x1.
Slope Problems.
Maximal Independent Subsets of Linear Spaces. Whats a linear space? Given a set of points V a set of lines where a line is a k-set of points each pair.
GG3019/GG4027/GG5019 An Introduction to
This is Jeremy Miless collection of path When I want to draw a path diagram, I find the one most similar to.
Multivariate Twin Analysis
Rule Learning – Overview Goal: learn transfer rules for a language pair where one language is resource-rich, the other is resource-poor Learning proceeds.
State Space Representation Hany Ferdinando Dept. of Electrical Engineering Petra Christian University.
Page:Date: Code: P021/30A1 Clarity Chromatography Software Clarity 3.0 – New features.
MANE 4240 & CIVL 4240 Introduction to Finite Elements
Another example Max z=5x1+12x2+4x3-MR S.t. x1+2x2+x3+x4=10
Intelligent Light Control using Sensor Networks Vipul Singhvi 1,3, Andreas Krause 2, Carlos Guestrin 2,3, Jim Garrett 1, Scott Matthews 1 Carnegie Mellon.
Ideal Parent Structure Learning School of Engineering & Computer Science The Hebrew University, Jerusalem, Israel Gal Elidan with Iftach Nachman and Nir.
The model: Canonical form:. Matrix form: Simplex method: BPBPB XBXB A1A1 A2A2 A3A3 A4A A3A3 A4A P(x)=
Inverting a Singly Linked List Instructor : Prof. Jyh-Shing Roger Jang Designer : Shao-Huan Wang The ideas are reference to the textbook “Fundamentals.
SOLID GEOMETRY. (d) Projections of Right & Regular Solids like; (Prisms, Pyramids, Cylinder and Cone) SOLID GEOMETRY Following topics will be covered.
Numbers & Geometry Points and Distances. 6/3/2013 Numbers and Geometry 2 Distance d between numbers a and b d = Example: | = Points and Distances.
Roghibin's blog EQUILIBRIUM OF RIGID BODIES KESETIMBANG AN BENDA TEGAR.
Graphing Lines Day 0ne. Cover the concepts: Relation Function
1. – (–2) 4 3. x – 2(3x – 1) 4. 3(y 2 + 6y) –5x + 2 Simplify each expression. – y y.
On / By / With The building blocks of the Mplus language.
Boolean Satisfiability The most fundamental NP-complete problem, and now a powerful technology for solving many real world problems.
Gradient of a straight line x y 88 66 44 2 44 4 For the graph of y = 2x  4 rise run  = 8  4 = 2 8 rise = 8 4 run = 4 Gradient = y.
Efficient Algorithms via Precision Sampling Robert Krauthgamer (Weizmann Institute) joint work with: Alexandr Andoni (Microsoft Research) Krzysztof Onak.
Using k to Estimate and Test Patterns in the APIM David A. Kenny February 17, 2013.
A.F 3.1- Graph Functions A.F 3.3- Slope
COORDINATE PLANE.
Computer Graphics … how renderings are done on a computer. Art 321 Dr. J Parker Winter.
Economics 20 - Prof. Anderson1 The Simple Regression Model y =  0 +  1 x + u.
Two parallel lines intersected by another line   A B Corresponding angles (sehadap) Corresponding angles are congruent  A1 =  B1.
Extra Credit Problem 5 Page 76 Gothams Finest Group 3 Saud Aldegaiter Daniel Bonneville Tamara Vail October 18, 2011 IE 416 Dr. Parisay.
Map-making as Graph Drawing Alan Saalfeld Mathematical Cartographer.
1 Lecture 5 PRAM Algorithm: Parallel Prefix Parallel Computing Fall 2008.
5 x4. 10 x2 9 x3 10 x9 10 x4 10 x8 9 x2 9 x4.
Spatial Information Systems (SIS) COMP Spatial data structures (1)
SATISFIABILITY Eric L. Frederich.
Computational Facility Layout
CSE202: Lecture 3The Ohio State University1 Assignment.
XDI RDF Cell Graphs V This document introduces a notation for graphing XDI RDF statements called cell graphing. The motivation is to have an.
(for Prof. Oleg Shpyrko)
1 General Structural Equation (LISREL) Models Week 3 #2 A.Multiple Group Models with > 2 groups B.Relationship to ANOVA, ANCOVA models C.Introduction to.
Linear real and integer arithmetic. Fixed-size bit-vectors Uninterpreted functions Extensional arrays Quantifiers Model generation Several input formats.
22 22 33 33 11 11 X1 X2 X3 X4 X5 X6 X7 X8 X9                    2,1  3,1  3,2 2,1 1,1 3,1 4,2 5,2 6,2 7,3 8,3 9,3.
5.2 Exterior Angles of a Polygon
Geometry Chapter Polygons. Convex Polygon – a polygon with a line containing a side with a point in the interior of the polygon.
Geometry 6.3 Big Idea: Use Similar Polygons
Sunday * MondayTuesdayWednesdayThursdayFridaySaturday * Welcome Back Everyone! All Bellwork is due on Friday! BellWork 1.7 Notes Homework: Pg #2-40.
Work is a Scalar Quantity +ve Work -ve Work energy transferred to the object energy transferred from the object.
Geometry 1.4 It’s All About Angles.
Work is a Scalar Quantity +ve Work -ve Work energy transferred to the object energy transferred from the object.
Polygons and Perimeter
Unit 5: Quadrilaterals & Polygons
Warm up.
Presentation transcript:

Measurement of a Pond Basics of plane geometry Idea of the Coordinate Plane Confining an Area Practical skill Cooperation in the Group Lake measurement (Year 8) Reflexives Magnetthema Examples/Measurement of a Pond

Projectidea Examples/Pond Measurement Measuring of a suitable pond in vicinity of the school. Usage of simple method of Measuring Construction and usage of simple instruments Use of main mathematical ideas Coordinate plane Units Approximation methods Error analysis

Net of Terms Examples/mop Coordinate systems calibration Coordinates scale Area units Angle Sum in a Polygon Theodolite Winkelspiegel Error checking Optical path

Simple Measurement Examples/mop Coordinate Method A1A1 A2A2 A3A3 A4A4 Y X x1x1 x2x2 x3x3 x4x4 y1y1 y2y2 y3y3 y4y4 Ursprung

Construction and Usage of the Instruments Beispiele/ Seevermessung Leveling ruler

A girls measurement unit Examples/mop

Measure forces in action Beispiele/ Seevermessung

We´ve done it Examples/ mop

One result Beispiele/ Seevermessung Back