'Balance point' diaporamas de présentation

2009 Mathematics Standards of Leaning Training Institutes

2009 Mathematics Standards of Leaning Training Institutes. Middle School Mathematics Grade 6. Virginia Department of Education. Trainers. In Reston Jennifer Baker, Portsmouth City In Richmond Catherine Allmond, Prince George In Roanoke Jennifer Hatch, Danville. Objectives.

394 views • 25 slides

Chapter 10

515 views • 24 slides

Electric Fields

Electric Fields. A charged object experiences a force inside an electric field. Electric Fields. The field does work on charged objects Charges accelerate W = Q x V. Potential Difference. Work done to move 1 coulomb of charge 1V = 1 J C -1. Internal Resistance. Internal resistance, r.

352 views • 23 slides

STANDING Steps in Building the Position: 1. Orient the Body--Turn 90 degrees from target

STANDING Steps in Building the Position: 1. Orient the Body--Turn 90 degrees from target 2. Shoulder the Rifle--Keep wrist straight--drop left arm on side. 1. 2. STANDING Steps in Building the Position: 3. Position the Left Elbow on the side or hip directly under rifle

334 views • 21 slides

The Mathematics of Star Trek

The Mathematics of Star Trek. Lecture 11: Extra-Solar Planets. Outline. Finding Extra-Solar Planets The Two-Body Model A Celestial Cubic Example-51-Pegasi. Finding Extra-Solar Planets. Recent discoveries of planets orbiting stars rely on a type of problem known as an inverse problem.

664 views • 20 slides

REVERSIBLE REACTIONS

1.39k views • 20 slides

The standard normal distribution

349 views • 19 slides

Engineering Statistics - IE 261

Engineering Statistics - IE 261. Chapter 3 Discrete Random Variables and Probability Distributions URL: http://home.npru.ac.th/piya/ClassesTU.html http://home.npru.ac.th/piya/ webscilab. 3-1 Discrete Random Variables. 3-1 Discrete Random Variables. Example 3-1.

353 views • 18 slides

Section 2.1 Density Curves & the Normal Distributions

241 views • 16 slides

Section 5.1: Normal Distributions

Section 5.1: Normal Distributions. (Day 1). Normal Curves. So far, we have used histograms to represent the overall shape of a distribution. Now smooth curves can be used:. Normal Curves. If the curve is symmetric, single peaked, and bell-shaped, it is called a normal curve .

283 views • 14 slides

Chapter 6 The Normal Distribution

Chapter 6 The Normal Distribution. In this handout: Probability model for a continuous random variable Normal distribution. The idea of a continuous probability distribution draws from the relative frequency histogram for a large number of measurements (recall chapter 2).

521 views • 12 slides

Recall The Team Skills

Recall The Team Skills. Analyzing the Problem (with 5 steps) Understanding User and Stakeholder Needs Defining the System Managing Scope Refining the System Definition Software Requirements: a more rigorous look Refining the Use cases Developing the Supplementary Specification

286 views • 12 slides

Rocky Mountain Cancer Centers Pathways

Rocky Mountain Cancer Centers Pathways. CHOP J4 MAC Conference February 26, 2010. Rocky Mountain Cancer Centers. 65 Physicians 55 medical oncologists 10 radiation oncologists 13 sites of service BMT service in association with PSL Medical Center Part of the US Oncology network.

289 views • 12 slides

Developing a Simplified Heat Pump Sizing Procedure

241 views • 8 slides

234 views • 8 slides

Worthington Composite Squadron MN-113

Worthington Composite Squadron MN-113. Titan Stage II. Sir Isaac Newton. FIRST LAW OF MOTION. a body in a state of rest and a body in motion tend to remain at rest or in uniform motion unless acted upon by some outside force. SECOND LAW OF MOTION. LAW OF MOTION.

167 views • 8 slides

Bears and Ladders

Bears and Ladders. Con : No climbing harness. No fall protection. Pro : Subject is using multiple points of contact. Con : Subjects need a properly sized ladder. Over-extension of reach beyond balance point. Pro : Good teamwork towards goal.

469 views • 6 slides

Bears and Ladders

Bears and Ladders. Con : No climbing harness. No fall protection. Pro : Subject is using multiple points of contact. Con : Subjects need a properly sized ladder. Over-extension of reach beyond balance point. Pro : Good teamwork towards goal.

289 views • 6 slides

Mean as Fair Share and Balance Point

390 views • 6 slides

10.3: Locating the Center of Gravity

10.3: Locating the Center of Gravity. CG of a uniform object is at the midpoint, its geometric center, or balance point. Vertical CG If you suspend an object at a single point, the CG of the object will hang directly below the point of suspension.

259 views • 4 slides