Mathematical Approach to Two Dimensional Motion 1.A train travels 300.0 km [W] and then goes 600.0 km [S]. The trip takes 11.0 h. Calculate the velocity.

Slides:

Advertisements

Similar presentations

Velocity-time graph’s

Advertisements

Notes: 11.2 Speed & Velocity.

Acceleration Review.

Ch. 2. Motion is Relative Think about how fast you are moving when walking inside of a plane compared to walking across campus…

Speed vs. Velocity.

Translating Words Into Symbols

Objectives Relate velocity, distance, and time. – Standard 1, Mathematical Analysis: Key Idea 1 Given any two variables (velocity, distance, time), be.

11.2 Speed and Velocity Slow versus fast movement can be described in terms of ___________ The speed of an in-line skater is usually described in ________.

Speed, Velocity, and Acceleration

1-D Motion Displacement, Position, and Distance Velocity vs. Speed

Motion 11.2 Speed and Velocity

Uniform Motion. 1) Uniform (rectilinear) motion a) Constant Speed b) straight line c) same direction 2) Speed a) Distance covered in a period of time.

Ch TrueFalseStatementTrueFalse A frame of reference is objects moving with respect to one another Distance is the length between 2 points and.

Unit II: Fast and Furious

In Motion! Rates of change. Rate of Change The word rate means with respect to time (i.e. your rate of pay is in $/hour, or $/month, or $/year. If you.

UNIT #3 – CHAPTER #8.2 – AVERAGE VELOCITY. Objectives  Be able to calculate average velocity, displacement, and time interval for an object in uniform.

MOTION. Are you moving?  An object is in motion if its distance from another object is changing.

Chapter 2: Motion.  A train travels 150 km in 3 hours. It is traveling directly from south towards the north.  What is the speed of the train?  What.

Measuring an objects motion.  Speed is calculated by dividing distance by time  S = d/t  5.0 km/h  2.5 m/s  45 mph.

Chapter Four: Motion  4.1 Position, Speed and Velocity  4.2 Graphs of Motion  4.3 Acceleration.

1. An object used as a reference point to determine motion should be

Motion Word Problems. Speed Versus Velocity Speed describes how fast something is moving. It is a scalar quantity (does NOT indicate direction). Even.

VOCABULARY – Motion - when an object changes it position Relative Motion - an object’s position change is described in terms of a reference point Energy.

Two Dimensional Motion we will now analyze motion in the horizontal plane which (like all planes) is two dimensional we will first use vector diagrams.

Solving Motion Word Problems. You NEED to know how to use these equations (they will be given on assessments) Speed = d ÷ t Speed = d ÷ t Distance = s.

Displacement What’s your vector Victor?. A student travels 2 km [E] and then goes 5 km [W]. What is the displacement? 1 cm = 1 km (create a scale)

MOTION TEXT WORK. HOW DO DISTANCE AND DISPLACEMENT DIFFER? Distance describes how far an object has moved; Displacement includes distance and direction.

Motion and Force 8SCIENCE.

Motion, Speed, & Velocity. Motion Motion is a change in position (relative to a reference point) *reference point- stationary (still) object.

Types of Motion. What are the four types of motion?

UNIT TWO: Motion, Force, and Energy  Chapter 4Motion  Chapter 5Force  Chapter 6Newton’s Laws of Motion  Chapter 7 Work and Energy.

Motion Definition Speed A change in position over time Measures the rate of motion (how fast something is going) Speed = distance (miles, km, m, in, cm,

2 pt 3 pt 4 pt 5pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2pt 3 pt 4pt 5 pt 1pt 2pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4pt 5 pt 1pt Distance Displacement Speed Acceleration.

Chapter 1: Matter in Motion  Motion= a change in position over time  Reference point= an object that stays in place and shows us that something is moving.

Name: _____________________________________ Class: _____ Motion 11.2 Speed and Velocity Chapter 11.

Motion In One Dimension Physics Honors furai-race-car.html.

Describing Motion.

Do Now: Quiz HW: Problem Set

Chapter 11 Motion.

1. If you travel at 10mph for 1 hour, how far do you travel?

Forces and Motion

Chapter 3-4: Relative Motion

Review! Complete on your white board.

Motion In One Dimension

Speed and velocity.

Forces and Motion

Speed and Velocity Chapter 9 Section 2.

Week A runner takes 1. 5 hours to complete a 6. 0-kilometer route

Relative Velocity and Navigation

Reviewing Main Ideas Describing Motion

4.1 Position, Speed and Velocity

Chapter 9 Section 2 Speed and Velocity.

Speed and Velocity.

Chapter 4-1 The Foundations of Physical Science

Kinematics Formulae & Problems Day #1

Warm-Up 9/24/13 Look in your group’s folder for a set of distance vs. time graphs. For each graph, calculate the slope of the line. The slope represents.

A car is decelerated to 20 m/s in 6 seconds

Vocabulary average speed constant speed coordinates coordinate system

Inv 3.1 Position, Speed, and Velocity

Speed and Acceleration

What is Speed? Speed: The ratio of the distance an object moves to the amount of time an object moves Average Speed: Speed over the course of the ENTIRE.

Speed and Velocity 11.2.

Motion Measuring Motion Motion Speed & Velocity Acceleration

Motion Notes Ms. Rudisill.

Motion Ch. 11 Intro to Physics.

Position, Speed and Velocity

11.2 Speed and Velocity.

Presentation transcript:

Mathematical Approach to Two Dimensional Motion 1.A train travels km [W] and then goes km [S]. The trip takes 11.0 h. Calculate the velocity of the train. 300 km 600 km x x = 63.4°  the displacement of the train was km [63° S of W]

2.A skateboarder goes m [N], then heads m [E], and then heads m [N]. Calculate the resultant displacement.

= x = 54°  The resultant displacement is 1157 km [54° N of E] x

3.A car travels at km/h [E] and then turns and is going 80.0 km/h [N]. The entire trip takes 5.0 hours. Calculate the resultant displacement of the trip km/h 80.0 km/h = x  the resultant velocity of the car was km/h [34° N of E]

Up the Creek Questions 1.A river has a current of 24.0 km/h [E] and a canoeist is paddling at 12.0 km/h [N]. If the river is m wide, calculate the following: (a)the amount of time it takes to cross the river (b)the displacement downstream the canoeist finishes (c)the resultant velocity of the canoeist river current 24.0 km/h 12.0 km/h0.3 km

(a) (b) (c) = 26.8  the resultant velocity is 27 km/h [63° E of N]