Lesson Plan
Period #3 More Graphing
Materials : Textbook : Physics - Principles and Problems
Marked Unit One Exams
Velocity Fun Sheet
Review : Hand in Lab Report #2, discuss questions
Go Over Unit One Exam
Go over Questions 1-8 on pages 45-47 of textbook
Objectives : students should be able to :
2.6 construct displacement (and distance)-versus-time graphs
- uniform motion
- rest stops and return trips (negative velocities)
- construct velocity (and speed)-versus-time graphs
- use displacement-versus-time graphs to determine the displacement, average velocity, or instantaneous velocity of objects
- use velocity-versus-time graphs to determine the displacement or velocity of objects
2.9 solve problems involving : displacement, time, average velocity
Part I - Displacement vs Time Graphs - Introduction and Notes :
Give Notes starting at "Displacement VS Time Graphs" p. 2-17, and discuss ways of calculating average and instantaneous velocities
Use overhead of graph on page 2-16 to calculate average velocity between two points.
Guided Study :
Plot graph on page 2-18 using overhead and answer questions 1-5 on overhead, as an example of non-uniform velocity.
Have students calculate average velocity between two points on overhead of graph 2-20 as practice.
Exercise :
Questions 10-12 page 53 Practice Problems in Textbook
Part II - Velocityt vs Time Graphs - Introduction and Notes :
Give Notes starting at "Velocity VS Time Graphs" p. 2-23, and discuss ways of calculating distance using such a graph
Use overhead of graphs on page 2-24 and 2-25 to calculate displacement between two points on the graph by finding the area under the curve
Guided Study :
Plot graph on page 2-18 using overhead and answer questions 1-5 on overhead, as an example of non-uniform velocity.
Have students calculate average velocity between two points on overhead of graph 2-20 as practice.
Exercise :
Questions 13-18 page 55 Practice Problems in Textbook
Start Velocity Fun Sheet
Evaluation :
Velocity Fun Sheet
Velocity Quiz
Unit Two Test
Velocity Vs Time Graphs
2-23
can be used to describe motion with constant or changing velocity the area under the line on a velocity time graph is equal to the displacement of the object from its original position d = v t area = l w (the units work!)
- when velocity is constant, the graph is simply a straight horizontal line
- finding the area underneath is like finding the area under a rectangle A = lw (see graph on page 2 -24)
- when velocity is changing constantly, the line is straight and at an angle
- finding the area underneath is like finding the area of a triangle A = ½ bh (see graph on page 2 - 25)