Physics is the study of the fundamental laws of the physical world The scientific study of the relationships between matter, energy, space, and time.

Slides:



Advertisements
Similar presentations
Homework Answers m/s m g/L cm3
Advertisements

Unit Outline--Topics What is Physics? Branches of Science
UNIT: Chemistry and Measurement
Introduction to Science
Ch. 3.1 – Measurements and Their Uncertainty
The Fundamental Tools Of Science. Units Some fundamental measurements in all of science: Length Time Mass Many others are combinations of these: Energy,
Measurements in Experiments
MEASUREMENT. Chapter One: Measurement  1.1 Measurements  1.2 Time and Distance  1.3 Converting Measurements  1.4 Working with Measurements.
Introduction to Radiologic Physics Equipment and Maintenance
Analyzing Data Chapter 2.
Scientific Measurement
Section 3.1 Measurements and Their Uncertainty
Using and Expressing Measurements
Unit 2 Lesson 2 Scientific Tools and Measurement
6 th Please be in your seat ready to go when the bell rings We will start the quiz after a short review.
What is Science? -the organized body of knowledge about the Universe derived from observation and experimentation carried out to determine the principals.
Intro to Physics. Scientific notation is a system that makes it easy to work with the huge range of numbers needed to describe the physical world. Even.
Chapter 1 Pretest. 1. THE STANDARD UNIT OF MASS IS THE: A) GRAM, B) KILOGRAM, C) POUND.
MEASUREMENT. Chapter One: Measurement  1.1 Measurements  1.2 Time and Distance  1.3 Converting Measurements  1.4 Working with Measurements.
Copyright © by Holt, Rinehart and Winston. All rights reserved. ResourcesChapter menu Scientific Method The scientific method is a logical approach to.
Scientific Measurement
3.1 Measurements and Their Uncertainty
Physics 11: Skills Review Significant Digits (and measuring, scientific notation, conversions……)
Unit 2, Lesson 2 The Metric System. Did You See That? We all know that the ability to describe an observation is very important. A description is a statement.
Measurements in Chemistry MeasurementsandCalculations.
Measurements Measurements: Definitions Measurement: –comparison between measured quantity and accepted, defined standards (SI) Quantity: –property that.
INTRODUCTION and MEASUREMENT Life Science: Biology – study of living organisms Physical Science: Chemistry – study of matter Physics – study of energy.
The Scientific Method “A Way to Solve a Problem”.
Chapter 2 Measurements, units of measurement, and uncertainty.
The Fundamental Tools Of Science. Units Some fundamental measurements in all of science: Length Time Mass Many others are combinations of these: Energy,
Scientific Measurement Chpt 3. Units of Measure –general qualitative – describes matter – ex. Rough, shiny, heavy, blue quantitative – measures matter.
Physical Science Methods and Math Describing Matter The Scientific Method Measurements and Calculations 1.
Chapter 3. Measurement Measurement-A quantity that has both a number and a unit. EX: 12.0 feet In Chemistry the use of very large or very small numbers.
An Introduction to Physics Chapter 1-1. What is Physics? Physics is the study of matter, energy and their motion, as well as space and time. Physics is.
To many people, accuracy and precision mean the same thing: to someone involved in measurement, the two terms should have very different meanings. Accuracy.
Science Unit 1 Unit Contents Section 1 - The Methods of Science Section 2 – Measurement and Mathematics.
Scientific Measurement Measurements and their Uncertainty Dr. Yager Chapter 3.1.
Objectives Describe the purpose of the scientific method. Distinguish between qualitative and quantitative observations. Describe the differences between.
The Nature of Science. Objective  COS 12.0 Identify the metric units used for mass, temperature, time and length (distance)
Chapter 1: Introduction. Physics The most basic of all sciences! Physics: The “Parent” of all sciences! Physics: The study of the behavior and the structure.
Intro to Physics (Chapter 1). PHYSICS is an attempt to describe in a fundamental way, the nature and behavior of the world around us. is about the nature.
Sponge: List five scientists you saw in the Mechanical Universe film.
Chapter 1 Science Skills. Natural Science Physical Science _______________________ ______________ Geology, Astronomy Meteorology & Oceanography __________.
PSC1341 Chapter 1 Definitions Physical Science: any of the natural sciences (as physics, chemistry, and astronomy) that deal primarily with nonliving.
Measurement Vocab. Measurement: a quantity that has both a number and a unit Measuring: a description of your observation.
Scientific Method Scientific Method Making Observations Observations lead to questions Questions lead to answers.
The scientific method is a logical approach to solving problems by observing and collecting data, formulating hypotheses, testing hypotheses, and formulating.
CHAPTER 3 SCIENTIFIC MEASUREMENT. A measurement is a quantity that has both a number and a unit Quantity represents a size, magnitude, or amount Your.
3.1 Using and Expressing Measurements > 1 Copyright © Pearson Education, Inc., or its affiliates. All Rights Reserved. Chapter 3 Scientific Measurement.
2: Measurements and Calculations
Objectives Describe the purpose of the scientific method. Distinguish between qualitative and quantitative observations. Describe the differences between.
Scientific Measurement
Sponge: List five scientists you saw in the Mechanical Universe film.
Chapter 2: Measurements and Calculations
Chapter 2 Preview Objectives Scientific Method
The Fundamental Tools Of Science.
Section 1 Scientific Method
Ch 2 Matter and Energy When ice melts- what happens to its chemical composition?? Name a source of energy for your body. Name some temperature scales.
Dimensional Analysis.
Chapter 1 Units and Problem Solving
Chapter 2 Preview Objectives Scientific Method
Chapter 1 Preview Objectives Physics The Scientific Method Models
Chapter 2.1: Measurements & Calculations West Valley High School
Measurement and Conversions
CHAPTER – 1.1 UNCERTAINTIES IN MEASUREMENTS.
ACCURACY AND PRECISION
Big 7 - Chapter 1 Intro to Science.
Measurements and Calculations
Chapter 2A: Measurements & Calculations West Valley High School
Presentation transcript:

Physics is the study of the fundamental laws of the physical world The scientific study of the relationships between matter, energy, space, and time. A basic science concerned with the properties and behavior of matter; and the resultant energy exchange and the laws that unite these phenomena into a comprehensive system

Consider a square lying in the plane. Does the square have translational symmetry? How many rotational symmetries does it have? How many reflection symmetries does it have?

Now this is dedicated symmetry!!!!!

With respect to translation Whether you perform an experiment in New York or Los Angeles, at the other edge of the Milky Way or in a galaxy a billion light- years from here, you will be able to describe the results using the same laws. With respect to rotation The laws look precisely the same whether we make measurements from the bottom, top, sides, etc. - physics has no preferred direction in space.

With respect to reflection The laws of physics are the same in a right-handed system of coordinates as in a left-handed system With respect to time The laws work exactly the same in experiment today as they did on an experiment performed yesterday or last year.

One of Einstein’s main goals in his explanation of general relativity was to formulate a theory in which the laws of nature would look precisely the same to all observers. In other words, the laws had to be symmetrical under any change in our point of view in space and time

THUS, A CONSERVED QUANTITY IS SOMETHING THAT YOU WOULDN'T BE ABLE TO GET RID OF EVEN IF YOU WANTED TO.

The symmetry properties of a physical system are intimately related to the conservation laws characterizing that system

Noether’s theorem states that each symmetry of a physical system implies that some physical property of that system is conserved. Each conserved quantity has a corresponding symmetry SymmetrySpace translationTime translationRotation Conserved quantity Linear momentum Energy Angular momentum

Everyone is familiar with energy but no one knows exactly what energy actually is For our purposes we will define Energy as the measure of the ability to generate motion. A system that has energy has the ability to do work (motion in action). Energy is measured in the same units (joules) as work because energy is transferred during the action of work.

The SI unit of energy is the joule, J, (rhymes with cool), named after the British physicist James Joule. One Joule is the amount of energy required in order to heat 0.24 g of water by 1 °C. (The number 0.24 is not worth memorizing.)

Physics Fundamental Principle :

Einstein showed that mass itself could be converted to and from energy, according to his celebrated equation E = mc 2, in which c is the speed of light. Thus we can view mass as simply another form of energy, and it is valid to measure it in units of joules. The mass of a 15-gram pencil corresponds to about 1.3 × 1015 J.

Cosmic rays, however, are continually striking you and your surroundings and converting part of their energy of motion into the mass of newly created particles. A single high-energy cosmic ray can create a shower of millions of previously nonexistent particles when it strikes the atmosphere.

Mass can be defined from two different perspectives: 1) Mass is the measure of the amount of matter that a body contains 2) Mass is a measure of the inertial property of that body, that is, of its resistance to change of motion (Inertia).

Physics Fundamental Principle :

Is Air Matter? What are the two criteria for matter? – Does it take up space? – Does it have mass?

WATER STATES OF MATTER Same for the cup of water as the iceberg

Thus, many properties of matter are expressed quantitatively (associated with numbers)

. NOTE: The short forms for SI units (such as mm for millimeter) are called symbols, not abbreviations

Scientists must often deal with extremely large or small numbers Scientific notation is a way of expressing very large or very small numbers which are awkward to say and write.

The Andromeda Galaxy (the closest one to our Milky Way galaxy) contains at least 200,000,000,000 stars. So we would write 200,000,000,000 in scientific notation as: 2.0 x This number is read as follows: "two point zero times ten to the eleventh."

Now we try a number that is very small. Change to scientific notation The decimal must be moved behind the 9 The coefficient will be 9.02 The decimal moves seven spaces to the right, making the exponent -7 Answer equals 9.02 x 10 -7

Examples Write each of the following numbers in scientific notation: (a) 93,000,000 (b) (c) -33,452.8

Changing numbers from scientific notation to standard notation. Change 6.03 x 10 7 to standard notation. we can simply move the decimal seven places to the right because the exponent is 7. So, 6.03 x 10 7 =

Now let us try one with a negative exponent. Ex.2 Change 5.3 x to standard notation. The exponent tells us to move the decimal four places to the left. so, 5.3 x =

Express in standard form: x x x x x 10 2 (This can be tricky!)

Answers: 1) ) 422,715,000 3) ) )

Accuracy indicates how close a measurement is to the accepted value. Precision indicates how close together or how repeatable the results are.

Trial #1 #2 #3 #4 #5 Student A Student B Student C PRECISION AND ACCURACY -- Quiz Consider the data obtained for the length of an object as measured by three students. The length is known to be cm. Which of the conclusions summarizes the data? a) Student A has done the most precise work and student C the most accurate. b) Student C has done the most precise and accurate work. c) Student C has done the most precise work and student A the most accurate. d) Student C has done the most precise work and student B the most accurate. e) Student B has done the most precise work and student C the most accurate.

all measurements contain some uncertainty. Such data is reported in significant figures to inform the reader of the uncertainty of the measurement. We record all significant figures unto the first uncertain number.

Whatever you measure, you have to use units

Example 2: If you are going 50 miles per hour, how many feet per second are you traveling?