CURVES. - Tgpooley

2y ago
25 Views
4 Downloads
707.82 KB
23 Pages
Last View : 2m ago
Last Download : 2m ago
Upload by : Baylee Stein
Transcription

tgpooley01GEOMETRIC TRACING. PARALLEL & PERPENDICULAR LINESName and Surname:Group:

tgpooley01aGEOMETRIC TRACING. PARALLEL & PERPENDICULAR LINESName and surname:Group:

tgpooley01bGEOMETRIC TRACING. CURVES.Name and Surname:Group:

tgpooley01cGEOMETRIC TRACING. LINES & CURVES.Name and Surname:Group:

R25tgpooleyR511001dGEOMETRIC TRACING.PARALLEL, PERPENDICULAR LINES & CURVES.Name y Surname:Group:

01eGEOMETRIC TRACING. CELTIC DECORATIONName and Surname:Group:

1.- On line r, indicate the resulting segment of the segment subtractionAB - CD.ABC2.- On line r, indicate the resulting segment of the following operation:AB CD - EF.DABECDFrr3.- Draw the segment bisection of AB segment.4.- Divide AB segment in 5 equal parts using Thales’ Theorem.BAB02BASIC SEGMENT OPERATIONStgpooleyAName and Surname:Group:

1.- Taking P dot on r as the vertex, indicate the resulting angle for the angleaddition: A B.ABr2.- Taking P dot on r as the vertex, indicate the resulting angle for the anglesubtraction: A - B.ABrPP3.- Taking P dot on r as the vertex, indicate the resulting angle for thefollowing operation: A B - C.AB4.- Draw the angle bisector of the given angle.CrVtgpooleyP03ANGLE OPERATIONSName and Surname:Group:

1.- Using compass draw 60º and 90º angles.A2.- Build 75º and 150º angles, you must only use compass to draw them.BB4.- Find 82º 30’ angle, you must only use compass in its construction.tgpooley3.- Using only your compass build the 37º 30’ and 67º 30’ angles.A04ANGLE CONSTRUCTION USING COMPASSName and Surname:Group:

1.- Draw the equilateral triangle with a side length of 62 mm.2.- Draw the isosceles triangle which equal sides have the length of segment b,and different side is equal to segment a.ab3.- Draw a triangle with given side c, and angles A and B.c 63 mm.A 45ºB 75º4.- Draw the triangle with given sides a and c, and angle B.atgpooleyc 60 mm.B 120º05TRIANGLES:CONSTRUCTION WITH SIDES AND ANGLESName and Surname:Group:

1.- Find ABC triangle circumcenter and draw the circumscribed circumference.2.- Find ABC triangle incenter and draw the inscribed circumference.CCABA3.- Find ABC triangle centroid.4.- Find ABC triangle orthocenter.CCBABtgpooleyAB06TRIANGLE IMPORTANT DOTSName and Surname:Group:

1.- Draw the square with side equal to 50 mm.2.- Draw the rectangle with given side AB and diagonal AC 94 mm.ABr3.- Draw the rhombus with given side AB and angle A 60º. AB side mustbe on line r.Ar4.- Draw the rhomboid with given sides AB 70 mm., AD 50 mm.and A angle. AB side must be on line r.Br07QUADRILATERALS.PARALLELOGRAMSrName and Surname:Group:tgpooleyA

1.- Draw a Square knowing diagonal AC.A2.- Draw a rectangle with given diagonal AC and side AD 40 mm.C3.- Draw a Rhombus with given diagonals AC 70 mm. and BD 50 mm.AC4.- Draw the Rhomboid with given sides AB 70 mm., AD 50 mm. anddiagonal AC.AC07aQUADRILATERALS.PARALLELOGRAMS 2Name and Surname:tgpooleyAGroup:

1.- Build the isosceles trapezium with given bases AB y CD and heighth 40 mm.C2.- Draw the rectangle trapezium with given bases AB 60 mm.,CD 30 mm. and height h.DAhB3.- Trace the scalene trapezium with given base AB, height h 35 mm. andboth diagonals AC 60 mm. and BD 50 mm.A4.- Draw the trapezoid with given sides AB, BC 25 mm., CD 45 mm. andAD 50 mm. and diagonal AC 70 mm.BBtgpooleyA08QUADRILATERALS.TRAPEZIUM AND TRAPEZOID.Name and Surname:Group:

1.- Draw the triangle and the regular hexagon polygon in the givencircumference.2.- Draw the inscript square and regular octagon in the given circumference.O3.- Draw the inscript regular pentagon and decagon in the givencircumference.O4.- Build the regular heptagon polygon in the given circumference.OtgpooleyO09REGULAR POLYGONS. Knowing circumferenceName and Surname:Group:

1.- Divide given circumference in 13 equal parts using the General Method to Divide a Circumference.tgpooleyO10POLYGON CONSTRUCTION.General Method to Divide a CircumferenceName and Surname:Group:

ABA3.- Build the regular heptagon with given side AB.A112.- Draw the regular pentagon knowing AB side.4.- With given AB side draw the regular octagon.BREGULAR POLYGONS. Knowing sideBAName and Surname:tgpooley1.- Build the regular pentagon knowing AB side.BGroup:

1.- Draw the 6, 9 and 12 sides polygons using the General Method to build regular polygons knowing side.BtgpooleyA12REGULAR POLYGONS. General Method knowing sideName and Surname:Group:

1.- Draw a circumference tangent to line r on dot Pwith a radius of 25 mm.2.- Trace a tangent line to circumference O on Pdot.3.- Trace the circumference with radius 25 mm.external tangent to circumference O on P dot.OPPOrP4.- Find the circumference tangent to given circumference O on T dot, that go through dot P.5.- Draw the circumference that passes throughA, B and C dots.P6.- Find the circumferences with radius 20 mm.tangent to line r that go through P dot.AOPTBCtgpooleyr13TANGENCIES 1Name and Surname:Group:

1.- Trace the tangent circumference to r and s lines. P is one of the tangencydots.r2.- Draw the circumference with radius r, tangent to given lines s and t.rsPst3.- Trace two tangent lines to circumference O from outer point P.4.- Draw a circumference with radius 20 mm, external tangent to givencircumferences.OPO2tgpooleyO114TANGENCIES 2Name and Surname:Group:

1.- Draw the outer tangent lines to the given circumferences.O1O22.- Draw the inner tangent lines to the given circumferences.O1tgpooleyO215TANGENCIES 3Name and Surname:Group:

1.- Draw the two center spiral with given centers A and B.A2.- Trace la espiral de tres centros dados dos de ellos: A y B.B3.- Dibuja la espiral cuyo centro es un cuadrado de 10 mm. de lado.AB4.- Traza la espiral de cinco centros dados todos ellos.DECBtgpooleyA16TECHNIC CURVES. SPIRALSName and Surname:Group:

1.- Draw the oval with given minor axis CD.2.- Find the oval knowing his major axis AB.CABD3.- Draw the ovoid knowing its minor axis CD.4.- Trace the ovoid with given major axis AB.ADtgpooleyCB17TECHNICAL CURVES. OVAL AND OVOIDName and Surname:Group:

2.-Taking P dot on r as the vertex, indicate the resulting angle for the angle subtraction: A - B. 3.-Taking P dot on r as the vertex, indicate the resulting angle for the following operation: A B - C. 4.-Draw the angle bisector of the given angle. 1.-Taking P dot on r as the vertex, indicate the resulting angle for the angle addition: A B. P r A B A B C A B

Related Documents:

SOLIDWORKS creates surface bodies by forming a mesh of curves called U-V curves. The U curves run along a 4-sided surface and are shown in the magenta color. The curves that run perpendicular to the U curves are called the V Curves, and they are shown in the green color. Certain commands may offer the preview mesh where these

Figure 10. Centrifugal Pump Performance Curves 37 Figure 11. Family of Pump Performance Curves 38 Figure 12. Performance Curves for Different Impeller Sizes 38 Figure 13. Performance Curves for a 4x1.5-6 Pump Used for Water Service 39 Figure 14. Multiple Pump Operation 44 Figure 15. Multiple-Speed Pump Performance Curves 45 Figure 16.

applications. Smooth degree-3 curves, known as elliptic curves, were used in Andrew Wiles’s proof of Fermat’s Last Theorem [11]. The points on elliptic curves form a group with a nice geometric description. Hendrick Lenstra [5] exploited this group structure to show that elliptic curves can be used to factor large numbers with a relatively .

Sebastian Montiel, Antonio Ros, \Curves and surfaces", American Mathematical Society 1998 Alfred Gray, \Modern di erential geometry of curves and surfaces", CRC Press 1993 5. 6 CHAPTER 1. CURVES . Contents: This course is about the analysis of curves and surfaces in 2-and 3-space using the tools of calculus and linear algebra. Emphasis will

Hermite Curves Bezier Curves and Surfaces [Angel 10.1-10.6] Parametric Representations Cubic Polynomial Forms Hermite Curves Bezier Curves and Surfaces . Hermite geometry matrix M H satisfying. 02/11/2003 15-462 Graphics I 25 Blending FunctionsBlending Functions Explicit Hermite geometry matrix

Design Lesson 5: Rapid Prototyping 8 Geometric Modeling Lessons GM Lesson 0: Loft and Sketch GM Lesson 1: Quadratic Parametric Curves GM Lesson 2: Cubic Parametric Curves GM Lesson 3: B-spline Curves and NURB Curves GM Lesson 4: Parametric Surfaces GM Lesson 5: CAD

CCS Discrete Math I Professor: Padraic Bartlett Lecture 9: Elliptic Curves Week 9 UCSB 2014 It is possible to write endlessly on elliptic curves. (This is not a threat.) Serge Lang, Elliptic curves: Diophantine analysis. 1 Elliptic

3 Lorsqu’un additif présent dans un arôme, un additif ou une enzyme alimentaire a une fonction technologique dans la denrée alimentaire à laquelle il est adjoint, il est considéré comme additif de cette denrée alimentaire, et non de l’arôme, de l’additif ou de l’enzyme alimentaire ajouté et doit dès lors remplir les conditions d’emploi définies pour la denrée en question .