MYP Physics 9/19/16 9/21 Graphing- Line graphs

Slides:



Advertisements
Similar presentations
Physics 1.2.
Advertisements

Significant Figures and Scientific Notation. Significant Figures ► When using our calculators we must determine the correct answer; our calculators are.
Measurements: Every measurement has UNITS.
Exponential Notation Significant Figures
Chapter 2: Analyzing Data
Chapter 2 Data Handling.
“A man with a watch knows what time it is. A man with two watches is never sure” (Unknown)
Unit 1 Understanding Numeric Values, Variability, and Change 1.
Precision vs. Accuracy There really is a difference.
Section 2.3 Measurement Reliability. Accuracy Term used with uncertainties Measure of how closely individual measurements agree with the correct or true.
Measurements: Every measurement has UNITS.
A measured value Number and unit Example 6 ft.. Accuracy How close you measure or hit a true value or target.
Accuracy versus Precision
How big? Measurements and Significant Digits How small? How accurate?
The Density of Liquids Day 2. Curriculum Big Idea: Chemistry is the study of matter and the changes it undergoes. Big Idea: Chemistry is the study of.
AIM: Significant Figures ► ► What are significant figures? ► On a blank sheet of paper Chapter Two 1.
MEASUREMENT. Chapter One: Measurement  1.1 Measurements  1.2 Time and Distance  1.3 Converting Measurements  1.4 Working with Measurements.
Accuracy, Precision, Significant Figures
Bring your Variables Worksheet up to be stamped.
Thursday 9-03 and Friday 9-04 Significant Figures Mrs. wilson.
Today Turn in graphing homework on my desk Turn in graphing homework on my desk Post Lab discussion (redo graph??) Post Lab discussion (redo graph??) Go.
Measurements and their Uncertainty
Exploring Careers 3/28/16 3/28 Financial 401 article and questions 3/29Banking TB p /30 Banking TB p /31 Midterm Exam Review 4/1Non.
KEY TERMINOLOGY / CONCEPTS ➢ Accuracy: How close the measurement is to the accepted value, your “correctness” ➢ Precision: How well the measurement can.
Chapter 2 Analyzing Data. Bellwork Make a new section in your table of contents – Chapter 2: Analyzing Data Do not forget page numbers Beginning, ending,
Making Measurements. SI system HW 1. A) g b) m. mm c) m 3 d) K e) m/s 2. A) 2g/cm 3 b) 25 kgm/s 2 (N) c. 13 m/s 2 3. A) mg b) 4.5 cm c) s.
Accuracy and Precision Measurements Significant Figures (Sig Figs)
Scientific Measurement
Introduction Chemistry.
Measurement and Significant Figures
MYP Physics 9/12/16 9/12 MYP learner profile and Careers in Physics-Criterion 9/13 Simpson Scientific Method HW: Read, annotate, complete1-2 Physics.
BELLWORK 9/13/16 1 Tm = 1012 m 1mm = 10-3 m 1Mm = 106 m
PROS AND CONS.
Physics: It’s all around you…
How big is the beetle? Measure between the head and the tail!
IB Mark Schemes Analysis (formerly Data Collection and Processing)
Scientific Method, Measurements & Math
MYP Physics 10/3/16 HW : Start SF back ground research
Lecture 5 Significant Figures Ozgur Unal
Why are measurement units important? Why do we use significant digits?
Section 3: Uncertainty in Data
Fill in your binder reminder with:
MEASUREMENT.
ROUNDING AND SIGNIFICANT FIGURES
BELLWORK 9/01/17 Complete #’s 1, 12, 22, and 34 in the new Virginia Bellwork Packet.
Scientific Measurement
Prof. Rizopoulos Course Introduction
Warm up: What is the scientific method? What is it used for?
Section 3-2 Uncertainty in Measurements
Uncertainty in Measurement
Warm up: What is the scientific method? What is it used for?
BELLWORK 9/2/15 How does a scientist reduce the frequency of human error and minimize a lack of accuracy? A. Take repeated measurements B. Use the same.
Please take a notes packet and put your name on it.
Significant Figures Significant figures are important in science as they convey uncertainty in measurements and calculations involving measurement. In.
Significant Figures, and Scientific Notation
Chapter 3 Scientific Measurement 3.1 Using and Expressing Measurements
Chemistry Chapter 3 Scientific Measurement
Accuracy, Precision, Percent Error, Significant Figures and Rounding
Measurements Scientists use two word to describe how good the measurements are Accuracy- how close the measurement is to the actual value Precision- how.
Significant digits in measurements and calculations
STEM Chemistry Basic Quantitative Skills
MEASUREMENT.
1.3 Reporting with Precision and Accuracy
MEASUREMENT.
Measurements Scientists use two word to describe how good the measurements are Accuracy- how close the measurement is to the actual value (how right you.
MEASUREMENT.
Significant digits in measurements and calculations
Using Scientific Measurements
Uncertainty and Significant Figures in Scientific Measurements
Presentation transcript:

MYP Physics 9/19/16 9/21 Graphing- Line graphs 9/19 Quiz – Science Fair Questions Scientific Measurements-notes HW: Khan Academy – Significant Figures watch the video 9/20 Scientific Measurements Lab 9/21 Graphing- Line graphs 9/22 Graphing- Relationships 9/23 Science Fair Introduction HW: Science Fair Questions Moved Physics Introduction-Rollercoaster Rollercoaster design Do seating chart next week

Qwizdom remote Turn on remote-hold on button Enter session number 207898- join You will be denied, then press menu Enter your ID number -join Press the up or down arrow to hi-light your answer and press enter

When you finish. Test on front desk, qwizdom remote in the back Due Today: Careers in Physics Worksheet Reading Guide 1-1 Scientific Method Reading Guide 1-2 Simpson Scientific Method Experimental Design- Elevator of Death Science Fair Questions Notebook- All work place in notebook and placed on the round table in back

Scientific Measurements

Science Fair http://www.education.com/science-fair/high-school/ http://www.hometrainingtools.com/a/high-school-science-projects

Precision vs. Accuracy In everyday language “precise” and “accurate” mean roughly the same thing. This is not true for Physics. These are the definitions for Physics: Precise – after taking a lot of measurements, you notice that they are all very close to each other. Accurate – after taking a lot of measurements, you find that they agree with the true amount, accepted value, or standard measurement.

Example: Throwing Darts I ask you to throw five darts at the center of a dart board. You try 3 times with the following results…

Good Precision & Poor Accuracy Good Precision – all the hits are close to each other Poor Accuracy – the hits are not near their intended target

Poor Precision & Poor Accuracy Poor Precision – the hits are not near each other Poor Accuracy – the hits are not near their intended target

Good Precision & Good Accuracy Good Precision – all the hits are close to each other Good Accuracy – all the hits are near their intended target In science it is important to be as precise and as accurate as possible.

Ex: Experiment Data You perform an experiment to measure the temperature at which water boils. You set up 5 containers of water and heat each one. At the instant the water boils you measure the temperature and get the following results: 115.5°C, 118.1°C, 117.2°C, 116.9°C, 117.6°C Notice these values are precise, but not accurate. They should be at 100°C, the accepted value. A certain amount of error has occurred.

Calculating Percent Error In the water boiling experiment the average temperature that you recorded was 117.1°C. 100°C is the accepted value at which water boils. To calculate the percent of error that occurred in the experiment use the following equation: Calculate the % error for this experiment.

Significant Figures What if you asked your friend how tall she is, and she replied "5 feet 6.48328592 inches". Wouldn't that be odd? By giving that detailed answer, your friend is implying that her height is known to within one hundred-millionth of an inch. That's very unlikely since metric rulers are limited in their accuracy. The accuracy of a measurement is reflected in the number of significant figures with which the number is written. In science, significant does NOT mean important, it means measured.

Significant Figures Aren’t all numbers measured? There are limits to all measurement tools. You are always limited by your measurement tool and have to estimate. This is called uncertainty. All measurements have uncertainty. The LEAST certain number is always the last decimal place.

Is Block One Exactly or Approximately 48g? Is Block Two Exactly or Approximately 48g?

Is the Block Exactly or Approximately 48.8g?

Practice Problem: Uncertainty

Date:9/21 Objective: I can investigate the possible errors in measurement during an experiment Bell Ringer: What is the most accurate measurement you can make below? What figures are certain and uncertain?

Practice Problem: Uncertainty

Significant Figures At a natural history museum, the tour guide proudly told visitors that the dinosaur bones on display were "eighty million and five years old." When asked how the age could be known so precisely, the guide said, "I don't know how they do it, but when I started working here five years ago, they told me that the bones were eighty million years old." [from John McGervey, Probabilities in Everyday Life, 1986, Nelson-Hall, Inc.]

Significant Figures Rules Nonzero digits (1-9) are ALWAYS significant. 75,555 has 5 sig figs 343 has 3 sig figs All FINAL zeros after the decimal point are significant. 0.00350 has 3 sig figs 7.30 has 3 sig figs Zeros between two other significant digits are ALWAYS significant. 80,005 has 5 sig figs 906 has 3 sig figs Zeros used solely as placeholders are NOT significant, unless marked as such (line above number). 0.0063 has 2 sig figs 4560000 has 3 sig figs 620Ō0 has 4 sig figs

Practice Problems State the number of significant figures in each measurement: 2804 2.84 0.0029 0.003068 170650Ō0 4.6 x 105 4 3 2 7

How will this affect me in Physics? What does the saying “weakest link” mean? Each person in your group takes a measurement and records 2 decimal places. One of the members doesn’t record any decimal places. You calculate the average of your measurements. After calculating average, how decimals can you have in your final answer? None! Your calculated answer can never be more precise than the least precise measurement. In other words, when you do calculations, your answer can only be as good as your worst measurement.

Date:9/21 Objective: I can investigate the possible errors in measurement during an experiment Read lab scientific measurements

Date:9/22 Objective: I can investigate the possible errors in measurement during an experiment Bell ringer: Identify the independent and dependent variable in the following situations. 1. An investigation was done to see if keeping the lights on for different amount of time each day affected the number of eggs the chicken lay. 2. The score on the final test depended on the number of study questions the student completed

Date:9/22 Objective: I can investigate the possible errors in measurement during an experiment Take out scientific measurement Complete the activity with your partner and group You are being graded on collaboration- on task and completing the activity Group information from people in your row and behind/ in front of you Remember 1st data table measure out to tenths 2nd data table measure out to hundredth of a cm Complete questions #1-8

Date:9/22 Objective: I can investigate the possible errors in measurement during an experiment Complete page two of the lab independently and with your group

Date:9/23 Objective: I can investigate the possible errors in measurement during an experiment Bell Ringer: What are the 4 rules for identifying significant figures?

Date:9/23 Objective: I can investigate the possible errors in measurement during an experiment Take out Measuring Lab

Date:9/23 Objective: I can investigate the possible errors in measurement during an experiment SF questions

-Scientific Measurements Lab HW: Science Fair Proposal Date:9/23 Objective: I can investigate the possible errors in measurement during an experiment Due today -Note book -Scientific Measurements-notes -Scientific Measurements Lab HW: Science Fair Proposal Share with Mr. Stoll jfstoll@cps.edu

Date:9/24 Objective: I can investigate the possible errors in measurement during an experiment Graphing handout

Date:9/23 Objective: I can investigate different aspect of a graphing Bell Ringer: According to the results in Table 1 for students, how do the width measurements for Tyler and Anne compare? Tyler has a width measurement that is approximately: Table 1 A. Double Ann’s Half Anne’s One fourth Anne’s One tenth Anne’s Students Width Length Perimeter Area Tyler 17.8 25.5 86.6 453.9 Luis 25.8 86.2 448.8 Anne 35.1 25.7 86.8 454.9 Maria 42.7 454.1

Date:9/23 Objective: I can investigate different aspect of a graphing Science Fair Proposal Weekend Homework Research Science Fair project ideas Email Mr. Stoll a scientific question and hypothesis for your Science Fair Project by 9/27 at 7:00pm jfstoll@cps.edu What is the effect of__________ on ________ If______then_______because http://www.sciencebuddies.org http://www.all-science-fair-projects.com/category0.html

Date:9/25 Objective: I can investigate different aspect of a graphing Graphing handout Independently complete questions about the population of Lansing Independently complete parts of a good graph

Date:9/25 Objective: I can investigate different aspect of a graphing Graphing handout Independently complete questions about the population of Lansing Independently complete parts of a good graph

Date:9/17 Objective: I can investigate the possible errors in measurement during an experiment Bell Ringer: Identify the number of significant figures in a measurement. 1. 0.42 L 2. 78.00 m 3. 320 g Two students measures the length of a block. The two measurements are : Student A: 6.78 cm Student B: 6.7 cm Which student is more accurate and why?

Date:9/18 Objective: I can investigate different aspect of a graph College and Career Readiness Standards

Now Try with a graph When is the population highest? When is the population growing slowly? When is the population falling slowly? 4. When is the population growing quickly? 5. When is the population falling quickly?

Point out Axis, labels, Title, Increasing, Decreasing, slope

Point out Axis, labels, Title, Increasing, Decreasing

Date:9/18 Objective: I can investigate different aspect of a graph Complete Making a graph and answer question

Date:9/19 Objective: I can investigate different aspect of a graph Graphing Complete Sketch the population of Lansing from 1920 to 1960 with out plotting the points

Graph your ‘Alertness’ over a school day Very tired = very low alertness Not at all tired = very high alertness Think about these questions What should be the dependent variable and go on the Y-Axis? What should be the independent variable and go on the X-Axis What labels do you need?

Answer these questions using your graph: When is your alertness highest? What is happening then? When is your alertness lowest? What is happening then? When is your alertness increasing? What is happening then? When is your alertness not changing much? Happening then? When is your alertness decreasing? What is Happening then? If your most alert time is 100% alert, when is your alertness 50%?

Date:9/25 Objective: I can investigate different aspect of a graph Due Today Notebook Lab – Scientific measurements and questions Notes- scientific measurements Home work Science Fair Question and Hypothesis

Review Simpson Scientific Method Date:9/11 Objective: I can evaluate the experimental design of an experiment Review Simpson Scientific Method

Cooperative Learning Group

Cooperative Learning Groups RallyRobin (mastery, thinking, communication) In pairs, students alternate generating oral responses.1.Teacher poses a problem to which there are multiple possible responses or solutions.2.In pairs, students take turns stating responses or solutions orally. Rally Table ( mastery, thinking skills, communication) In pairs, students alternate generating written responses or solving problems.1.Teacher poses a problem or provides a task to which there are multiple possible answers, steps, or procedures.2.In pairs, students take turns passing the paper and pencil , each writing an answer or making a contribution. RoundTable (teambuilding, mastery, thinking, communication, information sharing) In teams, students take turns generating written responses, solving problems, or making a contribution to the team project.1.Students sit in teams of four.72.Each student takes a turn drawing, pasting, or writing one answer to a query, as a paper and pencil (or paste) are passed around the group.**Works well for assessing prior knowledge, practicing skills, ecalling information, and creating cooperative art.*Rotating recorder: Students take turns recording each student’s response.

Cooperative Learning Groups Stand Up, Hand Up, Pair Up (classbuilding) A classbuilding activity that can be used to motivate, activate prior knowledge, close a lesson or group of lessons, review previously learned material, and to have fun.1. All students stand up and put their hands up. 2. Students mingle, mix, practiced meeting and greeting, and find a partner. 3. Students sit and put their hands down. 4. Teacher assigns and defines the task. 5. Students are given “think time.” 6. Pairs of students complete the task.A. Timed Pair ShareB. Rally Robin Responses 7. Teacher randomly calls on groups to report. 8. Students thank their partners and depart. 9. Repeat as many times as needed.

Date:8/26 Objective: I can investigate how to draw a roller coaster Bell Ringer: Write 5 words that you think are involved in physics?

Quiet Signal Mr. Stoll’s Hand goes up All students complete attention is directed to Mr. Stoll Students raise their hands Students signal other students that are not quiet

Cooperative Learning Group

Cooperative Learning Groups RallyRobin (mastery, thinking, communication) In pairs, students alternate generating oral responses.1.Teacher poses a problem to which there are multiple possible responses or solutions.2.In pairs, students take turns stating responses or solutions orally. Rally Table ( mastery, thinking skills, communication) In pairs, students alternate generating written responses or solving problems.1.Teacher poses a problem or provides a task to which there are multiple possible answers, steps, or procedures.2.In pairs, students take turns passing the paper and pencil , each writing an answer or making a contribution. RoundTable (teambuilding, mastery, thinking, communication, information sharing) In teams, students take turns generating written responses, solving problems, or making a contribution to the team project.1.Students sit in teams of four.72.Each student takes a turn drawing, pasting, or writing one answer to a query, as a paper and pencil (or paste) are passed around the group.**Works well for assessing prior knowledge, practicing skills, ecalling information, and creating cooperative art.*Rotating recorder: Students take turns recording each student’s response.

Cooperative Learning Groups Stand Up, Hand Up, Pair Up (classbuilding) A classbuilding activity that can be used to motivate, activate prior knowledge, close a lesson or group of lessons, review previously learned material, and to have fun.1. All students stand up and put their hands up. 2. Students mingle, mix, practiced meeting and greeting, and find a partner. 3. Students sit and put their hands down. 4. Teacher assigns and defines the task. 5. Students are given “think time.” 6. Pairs of students complete the task.A. Timed Pair ShareB. Rally Robin Responses 7. Teacher randomly calls on groups to report. 8. Students thank their partners and depart. 9. Repeat as many times as needed.