Social Studies Lesson Plan Dr Ron Helms Ron Freeman Ed 617.

Slides:



Advertisements
Similar presentations
You WANT me to make a paper airplane??? A lesson in calculating the speed of an object.
Advertisements

Welcome to the Island! Student Information.
5.9 Quadratic Word Problems Working With Gravity.
Wind and Current Word Problems
Speed and Stopping Distances
Word Problems There were originally twice as many boys as girls in my Honors Geometry class. After three new girls join the class, the total number of.
Introduction to Distance-Rate-Time Applications Example 1: Jan drives south out of Denver and averages 65mph. How far is she from Denver after 3 hours.
EXAMPLE 1 Using a Variable Expression Hot Air Balloons You are riding in a hot air balloon. After traveling 5 miles, the balloon speed changes to 6 miles.
Reference Materials. Four Types of Reference Materials Encyclopedias Atlases Dictionaries Thesaurus.
Consecutive Integers Linear Problems Objective: Students will be able to solve consecutive integers problems.
Warm Up What is the LCM of 3x and –4x ? What is the LCM of 5y and 2y ?
Introduction In Jules Verne's Around the World in Eighty Days, Phileas Fogg made a bet that he could travel around the world in eighty days.Around the.
Reference Materials Library Lesson Using Reference Materials (e.g. Atlas, Encyclopedia, Dictionary, Periodical, Newspaper, and Thesaurus)
Ed Nora Coughlin. Unit-Famous Landmarks In NYC Lesson 1- What is a Landmark?What is a Landmark? Lesson 2-Statue of LibertyStatue of Liberty Lesson.
May the “Forces” Be With You Web Quest Lisa Tolbert – 6 th Grade.
Student Information. Q: What is Study Island?? A. An island kids are sent to when they don’t do their homework B. A place where students go when daydreaming.
2.4 – Using Linear Models. Example 1  A car enters the interstate 5 miles east of Lincoln. The car travels at an average speed of 70 mph. Write an equation.
Speed, Distance & Time Speed, Distance, Time Calculations.
Motion The motion of an object can be measured. The position of an object, its speed, and direction can be represented on a graph. (C.S. 2.1, 3.2)
Applications for Systems of Equations Algebra I. Example #1  Flying to Ankara with a tailwind a plane averaged 368 mph. On the return trip the plane.
SOLVING WORD PROBLEMS USING SYSTEMS OF EQUATIONS BY SAM SACCARECCIA INTRODUCTION Quiz Directions Lesson.
SCCOOS Web Site Training Search and Rescue. SCENARIO: A helicopter went down with three crew members on board in the San Pedro Channel at N,
THE CHOICES An Elementary School Teacher OR A Librarian.
Three Types of Variables Science Process Skills. Three types of Variables In a science investigation there are three types of variables In a science investigation.
HELLO CLASS! -LET’S BE AWESOME!  NAMETAGS OUT!  BE RESPECTFUL!  RAISE YOUR HAND!  SMILE!
TOC: Speed= Distance/Time 11/9/2015
Maps & Communities in Ohio ED Dr. Helms 10/4/06 Elisabeth (Lisa)Murphy.
Real Life Linear Graphs
MAPS Amanda Ellis ED Maps  Subject- Social Studies  Unit- Geography and Maps  Lesson- for the students to be able to understand, interpret,
Objective Write and solve multistep equations..
John has always traveled a lot
Use a Problem-Solving Plan COURSE 3 LESSON 1-2 A sculpture is 5 ft tall and sits on a stand that makes an overall height of 8 ft. A plaque is placed 2.
Finding the Component Form a Vector Use the velocity vector and angle measure to find the component form of the vector as shown: V = IvIcos”i” + IvIsin”j”
Distance speed and time By Jeromy Alvarez. D S T X To find distance cover it up.
Flight By Patrick Wolfgang. The basics of flight During takeoff an air plane taxies down a runway. It keeps gathering speed until it has enough lift to.
 Observed in relation to another object that appears to stay in place (reference point)  When an object changes position over time when compared to.
Motion Problems(wind/water) Review Homework 191 # # # 46.
Distance Formula d = r ∙ t distance = rate ∙ time.
Review Quiz. Pages mph Practice Problems 1.Carrie can row a boat at a rate of 5 miles per hour in calm water. How long will it take her to.
D = r . t r = Solve for rate Motion Word Problems - continued
Lesson Objectives: /interactive/deploy/index.htm#/introduction Virtual Field Trip Website Students will be.
Historical landmarks in Paris Made by: Olivia Grade 5B.
Distance, Speed, and Time By: Mike Slomczynski. D T S X To find DISTANCE COVER IT UP!
DLR Week 13 Day 2 1.Any U.S. air force aircraft carrying the President is called air force one. _________Air Force_________________________________Air.
Reference Materials. Four Types of Reference Materials Encyclopedia Atlas Dictionary Thesaurus Almanac.
Solving Real World Linear Systems of Equations with Two Variables Objective: Review writing and solving linear systems of equations with two variables.
Travel, trip, journey, voyage These four words are commonly used when speaking about holidays and vacations. They are also often confused. Ana Luísa Pires.
Last lesson Calculating speed Speed How could we measure the speed of an object? What do we need to know? How fast do you think I am going?
6.RP.3b Day 6a Follow these steps: 1. Label: rate, time, distance 2. Plug into formula: distance = rate X time or rate = distance/time time = distance/time.
WARM UP 1.Solve 1.If a computer’s printer can print 12 pages in 3 minutes, how many pages can it print in 1 minute? Multiply through by x – x(x.
Speed How many measurements for speed can you think of?
Notes Over 3.2 Solve the equation. Notes Over 3.2 Solve the equation.
Investigating Motion Science Chapter B2 Text Pages B43-B73.
Summary of Methods Substitution: Requires that one of the variables be isolated on one side of the equation. It is especially convenient when one of the.
Starter Questions 20/01/11 It took me 3 hours and 45 minutes to drive
Distance, Speed and Time
Speed, Distance, Time Calculations
Starter Questions 24/01/11 A car travels 50km. The journey takes 30minutes. Calculate the speed in km/hr. 2. A plane flies 2000km at an average speed of.
Solving Systems of Equations
Day 79 – Applications of Graphing Systems
Speed, Distance, Time Calculations
Speed, Distance, Time Calculations
Speed, Distance, Time Calculations
An object travels 40 miles in 2 hrs. Calculate its speed?
1-3 Multiplying and Dividing Real Numbers Warm Up Lesson Presentation
Speed, Distance, Time Calculations
Skills Week – Staycation
2.6: Related Rates (Part 2) Greg Kelly, Hanford High School, Richland, Washington.
Speed, Distance, Time Calculations
Presentation transcript:

Social Studies Lesson Plan Dr Ron Helms Ron Freeman Ed 617

Geography 5 th grade. Bernie Takes a Vacation. Students research maps, atlases, and the internet, for locations of famous landmarks. They calculate distances from one point to another and determine how long the travel time will be, given various types of transportation.

Objective #1 Given clues from the presentation, students will be able to use various resources, (books, maps, internet, etc.) to find the location of famous landmarks

Objective #2 Given two cities, Students will be able to use resource materials, such as an atlas or an almanac,or the internet, to find the distance between the two cities.

Objective #3 Given a method of travel, and the speed of the vehicle, and the location of two cities, students will be able to calculate how long it will take to get from one city to the other.

Materials Needed: Power Point Overhead Computer Atlases Almanacs Calculators Geography Books Note paper and pencils

Web Sites #1 Design gallery live: &?CAG

Website #2 World Fact Book:

Website #3 Uncle Bob’s Kids’ Page http/: boba/kidsi.html

Website #4 Internet Public Library

Website #5 Discovery Channel Online

Activity #1 After teams have been selected by staff members, the team members will decide: Who will write the notes for the team. Who will be in charge of checking the math. Who will find the resource books. Who will do the presentation to the class.

Activity #2 Students will split into teams of two or three, and will use maps, resource books and almanacs to find the location of certain famous landmarks, such as the Statue of Liberty, The Leaning Tower of Pisa, the Eiffel Tower, Etc.

Activity # 3 The teams of students will use the resource materials that they have found to determine the distance in miles, between the landmarks or the cities where they are located.

Activity #4 The teams will use math skills to determine how long it will take Bernie to get to from the Statue of Liberty in New York, to The Leaning Tower of Pisa in Rome, by each of the suggested methods of travel (ship, hot air balloon, or plane).

Activity #5 The teams will present to the class their findings. This will include: Distance between cities Time of each method of travel Best method of travel

Bernie Has Two Weeks to Go on His Vacation. Lets’ See If We Can Help Him Have Some Fun by Deciding How He Should Get to Where He Wants to Go.

If I’m Here,

How Do I Get There?

Maybe I’ll Take A Boat. How many miles will that be? How long will it take if the boat covers 30 miles per hour? What if it’s the Love Boat?

What If the Love Boat Don’t Float?

Maybe I’ll Take a Hot Air balloon.

How Many Miles Would That Be, “As the Crow Flies”?

How Long Would That Take, If You Are Going 10 Mph?

What If the Wind Blew You off Course and You Landed on the Moon?

What If This Goon Took Your Balloon and Flew From the Moon All the Way to Rangoon?

How Many Miles Is It From the Moon to Rangoon?

Maybe I’ll Take an Airplane

Now This Plane Flies Fast! How Fast? 500 Mph! So How Soon Can We Get There?

I Only Have Two Weeks! What Am I Going to Do?