“War of the Worlds” Broadcast (1938)

Slides:



Advertisements
Similar presentations
CHEMISTRY CHAPTER 4 PROBLEM SOLVING IN CHEMISTRY
Advertisements

Chapter 8 Factor – Label Method Part 2. How many minutes does it take light to reach us from the sun which is 93,000,000 miles distant. The following.
Using the Conversion Factor
Length Measurement of distance between two endpoints. Chapter 8.
Customary Proportions I Customary Proportions II.
Dimensional Analysis In dimensional analysis always ask three questions: What data are we given? What quantity do we need? What conversion factors are.
Unit Conversions And the SI system.
Factor-Label Method Section 2.6 p
International system of unit. International system of units.
Scientific notation is mathematical shorthand.
Big Hint Start a reference sheet for conversion factors: –Length; 12 inches = 1 foot, 3 feet = yard, 1,760 yds = 5,280 ft = 1 mile 10 mm = 1 cm, 100 cm.
D IMENSIONAL A NALYSIS. Is used to convert units of measurements. Units for Mass Weight-Pounds (lb) Weight-Ounces (oz)- 16 oz = 1 lb Grams (g) Kilo (kg)-
 Convert length units within and between measurement systems.
Dimensional Analysis 1 foot = 12 inches1 mile = 5280 ft 1000 mL = 1 L4 quarts = 1 gal Dimension Analysis makes use of equivalent statements. What are some.
One way of assuring yourself that you are getting the CORRECT answer.
Chapter 8 Factor – Label Method Parts 1 & in. = ___ ft.
1 Measure variables with two systems Measure variables with two systems Convert from one system to another Convert from one system to another Length Length.
Conversions 8th Grade Math.
Chapter 8 Factor – Label Method Part in. = ___ ft.
Units Dimensional Analysis The method is in the units Let the units do the walking.
What does conversion mean? A change in the units or form of a number or expression.
Physics: Speed and Velocity Average Speed  Rate at which an object moves  Units are in distance / time  Ex. Meters/second, centimeters/hour.
Units Conversion 2.24 mile/hr = 1 meter/sec 1 gallon = 3.79 liters 1 knot = 1.69 ft/sec 1 ml = 6.8 X 10-2 tablespoons 1 mile = 1.61 km 2.2 lbs = 1 kg 1.
Basic Measurements/Inst ruments Intro to Fundamentals of Engineering Tools, Instruments and Measures.
5.7 CONVERTING UNITS LO: CONVERT BETWEEN METRIC AND IMPERIAL UNITS OF MEASURE.
How do you identify the constant of proportionality in verbal descriptions of proportional relationships?
Neptune is the eighth planet from the sun Neptune’s distance from the sun is 30.1 A.U. The distance in kilograms from the sun is 4,503,443,661.
Metric and Equipment Review. What are the 4 base units of the metric system?
Chapter 1: Dimensional Analysis
 A technique for solving problems of conversions.
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,
“Easy” Mental Conversions How many inches in a foot? How many seconds in a minute? How many centimeters in a meter?
One way of assuring yourself that you are getting the CORRECT answer
The particle of dust has a mass of
Using the Conversion Factor
1-3 Scientific Notation or Exponential Notation (Section 2. 1, p
Dimensional Analysis Definition
1. If you travel at 10mph for 1 hour, how far do you travel?
Speed.
Measuring the Universe
Quiz Review 8th Grade.
Unit 1 notes… Dimensional Analysis
Using the Conversion Factor
Measurement All measurements should include a number and a unit.
Dimensional Analysis Problems
Using the Conversion Factor
Using the Conversion Factor
Conversion Factors Dimensional Analysis Lots of Practice
WEEK 3 HIGHER.
2.6 – NOTES Dimensional Analysis
Apply Properties of Real Numbers
Unit 4 – Lesson #1 Dimensional analysis
Question: You can run at a rate of 6 miles per hour. How many inches per minute is this?
What is given (including units)?
Using the Conversion Factor
Distances in Space.
Speed and Velocity.
Harvard University Established (1636)
Using the Conversion Factor
Single-Factor Dimensional Analysis
Dimensional analysis.
Using the Conversion Factor
DIMENSIONAL ANALYSIS PROBLEMS - REVIEW
An object travels 40 miles in 2 hrs. Calculate its speed?
Announcements
1.7 – Dimensional Analysis
The Universe Going the distance.
Target: I can do dimensional analysis quickly!
Unit 1- lecture 5 Dimensional analysis
Unit 1- lecture 5 Dimensional analysis
Presentation transcript:

“War of the Worlds” Broadcast (1938) Exam next Wednesday

Conversions Florence Griffith-Joyner holds the women’s 100.m world record, finishing in 10.49 seconds. What was her speed in miles per hour? (1 mile = 5280 ft) What do I know? 100.m = 10.49 s, 60s = 1 min, 60 min = 1hr 1 cm = 1x10-2 m, 1 in = 2.54 cm, 12 in = 1 ft, 1 mile = 5280 ft

What is my mass in lbs. if this morning I weighed 103,873 g. (1 kg = 2 What is my mass in lbs. if this morning I weighed 103,873 g? (1 kg = 2.20 lb.) What is given (including units)? 103,873 g 1 kg = 2.20 lb. What are you asked for (including units)? mass in lbs. What other information do you know? 1x103 g = 1 kg Where do you start? What is your game plan? 103,873 g  kg  lb  kg

What is my mass in lbs. if this morning I weighed 103,873 g. (1 kg = 2 What is my mass in lbs. if this morning I weighed 103,873 g? (1 kg = 2.20 lb.) 103873 g  kg  lb

Gold is amazing stuff!! A 1.50 cm3 piece of pure gold can be made into a single wire that stretches 82.21 km in length (roughly the distance from here to Stockton). How long would that wire be in nanometers (nm) What is given (including units)? 1.50 cm3 82.21 km What are you asked for (including units)? length in nm What other information do you know? 1x103 m = 1 km 1x10-9m = 1 nm 1x10-2m = 1 cm Where do you start? What is your game plan? 82.21 km  m  nm  m

Gold is amazing stuff!! A 1.50 cm3 piece of pure gold can be made into a single wire that stretches 82.21 km in length (roughly the distance from here to Stockton). How long would that wire be in nanometers (nm) 82.21 km  m  nm

What is given (including units)? The speed of light is 2.998x1010 cm per second. What is the speed of light in miles per hour. (1 mile = 5280 ft, 2.54 cm per inch) What is given (including units)? 1 mile = 5280 ft What are you asked for (including units)? speed in What other information do you know? 2.54 cm = 1 in 1 ft = 12 in 1 mile = 5280 ft 1hr = 60 min 60 s = 1 min

Where do you start? What is your game plan?  in  ft  mi  in The speed of light is 2.998x1010 cm per second. What is the speed of light in miles per hour. (1 mile = 5280 ft, 2.54 cm per inch) Where do you start? What is your game plan?  in  ft  mi  in  in  ft  min  min  hr

What is given (including units)? It takes roughly 8.317 minutes for the light from the Sun to reach the Earth. If light travels at 2.9979x1010 cm per second, what is the distance in km from the Sun to the Earth? What is given (including units)? 8.317 min 2.9979x1010 cm/s What are you asked for (including units)? distance in km What other information do you know? 60 s = 1 min 1x10-2 m = 1 cm 1x103 m = 1 km Where do you start? What is your game plan? 8.317 min  s  cm  m  s  cm  m  km  s  s  cm

It takes roughly 8.317 minutes for the light from the Sun to reach the Earth. If light travels at 2.9979x1010 cm per second, what is the distance in km from the Sun to the Earth? 8.317 min  s  cm  m  km