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TABLE OF CONTENTS - Lindbergh School District

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Strand 1: Kinematics<br />

Major Objectives IS Suggested Activities Suggested Assessments<br />

Predict the motion of an object in two dimensions<br />

given initial conditions using simple calculus<br />

Derive the equations of uniform acceleration using<br />

derivates<br />

Apply coefficient of drag to objects falling through the<br />

air<br />

Slingshot lab<br />

Use the equations to solve the corresponding free<br />

response problems from the Calculus based AP<br />

test.<br />

Coefficient of drag lab<br />

In a constructed response question,<br />

determine the location of an object at<br />

some time t given the initial conditions of<br />

motion.<br />

Successful completion of the free<br />

response question<br />

Successful completion of the AP C free<br />

response questions<br />

Strand 4: Circular motion<br />

Major Objectives IS Suggested Activities Suggested Assessments<br />

Apply conservation of angular momentum to rotating<br />

objects.<br />

Using three rings of equal mass explain the<br />

difference in speed down a ramp.<br />

Describe how and why an ice skater<br />

increases her spin rate in an essay<br />

question.<br />

Calculate the rotational inertia of simple objects. Given four objects calculate the rotational inertia. Calculate the rotational inertia given an<br />

Apply the equations of kinematics to rotating objects. Using a record player calculate the acceleration of<br />

the record.<br />

angular momentum.<br />

Using constructed response determine the<br />

acceleration of a rotating object.<br />

Strand 5: Fluid Mechanics<br />

Major Objectives IS Suggested Activities Suggested Assessments<br />

Calculate the hydrostatic pressure of a submerged<br />

Calculate the pressure on a submerged object.<br />

object.<br />

Describe the requirements for an object to achieve<br />

Given four objects, determine if the objects would<br />

buoyancy.<br />

float and then try to float them.<br />

Apply Bernoulli’s equation to fluid flow problems. Using the equipment from PT 1 and 2 to measure<br />

fluid flow.<br />

Calculate the pressure on a submerged<br />

submarine.<br />

Given an object, determine if it will float.<br />

Given a flow restriction calculate the<br />

pressure drop.<br />

Strand 6: Temperature and Heating<br />

364 of 367

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