defining motion- velocity and acceleration did you watch the video?
TRANSCRIPT
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Defining Motion- Velocity and Acceleration
Did you watch the video?http://aplusphysics.com/courses/regents/videos/Define_Motion_Reg/Define_Motion_Reg.html
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Most of this video you already know:
• What does the line mean over the “v”?– average
• What do we use for “d” when calculating speed?– distance
• What do we use for “d” when calculating velocity?– displacement
• What is acceleration?– Describes how quickly velocity changes- speeding up or
slowing down
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Acceleration Formula
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Review the Problem Solving Format:1. Unknown/Given2. Formula3. Solve for unknown (if needed)4. Substitute with units5. Answer with correct units
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Acceleration is a vector.• The direction of the acceleration vector
depends on two things:– whether the object is speeding up or slowing down– whether the object is moving in the + or - direction
• The general principle for determining the acceleration is:– If an object is slowing down, then its acceleration is
in the opposite direction of its motion.
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Velocity vector is showing you direction of movement. Acceleration vector is showing you how that
movement is changing (speeding up or slowing down).
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acceleration vector and velocity vector are in the Same sign direction = positive acceleration = car speeding up to the right/east
acceleration vector and velocity vector are inopposite sign directions = negative acceleration = car is slowing down as it moves toward the right/east
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acceleration vector and velocity vector are inopposite sign directions = positive acceleration = car is slowing down as it moves toward the left/west
acceleration vector and velocity vector are in the same sign direction =negative acceleration = car speeding up to the left/west
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Orange Book Practice:
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Protractor-RulerA cart is concurrently being pushed with a force of 9 Newton's south by one student and 6 Newton's east by another. Use a protractor and ruler to draw a scaled diagram representing these 2 vector quantities and then determine the resultant vector (direction and magnitude) of these forces. In other words, towards which direction will the cart end up moving and with what total force? Be sure to include the scale you used.
Vector Addition- tip to tail
Draw in resultant
Measure length of resultant to get its magnitude
Scale: 1 cm = 1 Newton
Magnitude of resultant = 10.8 cm = 10.8 Newtons