PPT-Stationary Points Recognise a stationary point

on a curve Find the coordinates of a stationary point on a curve Identify whether a stationary point is a maximum minimum or inflexion point Stationary Points A stationary point is where the gradient is 0 ie . 5 km Mark Bay Beach Tent Camping Group Camping Adventure Playground Swimming Picnic Shelter Picnicking Hiking Trail Biking Trail Marsh Area Viewpoint Showers Information Toilets Mark Bay Pulp Stone Quarry Soccer Field Pavilion Park Headquarters Publi 0XVW57347EH57347573645737257347HDUV57347RI57347DJH57347RU57347ROGHU57361573479DOLG57347JRYHUQPHQW57360LVVXHG57347SKRWR57347LGHQWL57535FDWLRQ57347PD57347EH57347UHTXLUHG Q57347VHOI57360HFOXGHG57347SHUVRQ57347GHWHFWHG57347DW57347D57347JDPLQJ57347SURSHU brPage 1br 91 points 91 points 91 points 91 points 91 points 91 points Takeshi Tokuyama. Tohoku University. Joint work with many collaborators. Prologue: balancing in real life. 　　　. C. enter of mass. and barycenter. Given a set of weighted points q(. i. Tamara . McDunn. 1. . Advisor. : David . Kass. 1. 1. Jet . Propulsion Laboratory, California Institute of . Technology. JPL Postdoc Seminar, June 27, 2013. CL#13-. 1687. (c) 2013 California Institute of Technology. Government sponsorship acknowledged.. Summary of Maximum and Minimum Introduction. 1) Local maximums and minimums of a function, . f(x). , often . (but not always). occur at stationary points where the function's derivative, . f'(x). , is zero.. 3. 4. 5. 6. 7. 3D. Shapes, Nets, Plans and Elevations. I am beginning to be able. to name and . recognise. 3D shapes. . I can. . recognise. nets of common 3-D shapes (e.g.. . cube, cuboid, triangular prism, square-based pyramid).. Real-Life. Vocabulary. Undefined Terms. - point, line, and plane are considered undefined terms because they are only explained using examples and descriptions. Point-. a location – it does not have shape or size (named by capital letter). Summary of Maximum and Minimum Introduction. 1) Local maximums and minimums of a function, . f(x). , often . (but not always). occur at stationary points where the function's derivative, . f'(x). , is zero.. It can be a line, a curve or a region.. A. 1. Find the locus of points that are 5 cm from the point A.. The locus is a circle centre A, radius 5 cm.. A. 2. Find the locus of points that are 3 cm from the line AB.. 15 points Bring a visitor 5 points Each 1-2-1 entered10 points Attend Power Team15 points For each referral10 points Show Me the Money50 points If your visitor JOINS BPN 5 points Entering your own  .  .  .  .  . Sites.  . Given a point . , . is its . farthest point . if for all. .  .  . The farthest point of . is .  .  . Not Every Site Can be the Farthest.  .  .  .  .  .  .  . UNECE Convention on the Transboundary Effects of Industrial Accidents Background At its twenty - fourth meeting (Bucharest, 14 - 15 April 2014), the Working Group on Implementation noticed that there I. Farthest site. II. Voronoi cell . Outline: . III. Structure of FPVD . IV. Construction. V. Smallest-Width Annulus. I. Farthest Point.  .  .  .  .  .  .  .  .  . Sites.  . Given a point .