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TABLE OF CONTENTS - Lindbergh School District

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Strand 2: Properties and Principles of Force and Motion<br />

1. The motion of an object is described by its change in position relative to another object or point<br />

Major Objectives IS Suggested Activities Suggested Assessments<br />

Concept A: The motion of an object is described as a<br />

change in position, direction, and speed relative to<br />

another object (frame of reference)<br />

2.1.A.a The motion of an object is described as a<br />

change in position, direction, and speed relative to<br />

another object (frame of reference) Represent and<br />

analyze the motion of an object graphically<br />

Strand 7B, 8.1B<br />

C1<br />

C10<br />

R<br />

T<br />

Students will complete the Walking Graphs lab.<br />

Students will walk and build various<br />

graphs based on ability.<br />

Concept A: The motion of an object is described as a<br />

change in position, direction, and speed relative to<br />

another object (frame of reference)<br />

2.1.A.b Analyze the speed of two objects in terms<br />

of distance and time<br />

Strand 7E, 8.1B<br />

Concept A: The motion of an object is described as a<br />

change in position, direction, and speed relative to<br />

another object (frame of reference)<br />

2.1.A.c Calculate the speed of objects (speed =<br />

distance/time)<br />

Strand 7C<br />

Concept B: An object that is accelerating is speeding<br />

up, slowing down, or changing direction<br />

2.1.B.a Measure and analyze an object’s motion<br />

in terms of speed, velocity, and acceleration<br />

Strand 7D, 8.2A, 8.3B<br />

C1<br />

C10<br />

R<br />

T<br />

C3<br />

R<br />

C5<br />

C6<br />

C9<br />

E<br />

(1.3, 1.4, 1.8)<br />

Students will analyze various speeds of the<br />

students. Have student walk slow and fast and<br />

graph both sets of data on same set of coordinates<br />

and calculate the speeds from the slope of each<br />

line.<br />

(1.8,2.3)<br />

Students will calculate the slope of the line to find<br />

the speed.<br />

(1.6, 2.3)<br />

Students will complete a lab for positive<br />

acceleration with student's walking, graphing data,<br />

use graph to find final and initial velocity and final<br />

and initial time. Use formula to find the average<br />

acceleration of the student. For negative<br />

acceleration, use a bowling ball or basketball. Roll<br />

it on floor or ground and graph data. Do same as<br />

for positive acceleration. Discuss the relationship<br />

between speed and velocity in hurricanes. Discuss<br />

the effects on society and in disasters what are the<br />

roles of private and government groups.<br />

Students will switch data with another<br />

group and graph their data and calculate<br />

speed from the slope of the line.<br />

Students will take teacher's data graph it<br />

and find the slope of the line.<br />

Students will compare the speed graph<br />

with the acceleration graph.<br />

Concept B: An object that is accelerating is speeding<br />

up, slowing down, or changing direction<br />

C5<br />

C6<br />

(1.8, 2.3,4.3)<br />

See 2.1.B.a<br />

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