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9.7 Vectors. Magnitude and Direction. Vector is a Directed Line Segment (a ray). Terminal point Initial point. Component Form of a vector. P = (p 1 , p 2 ); Q = (q 1 , q 2 ) Which can be labeled by just a letter. Find the Component form. Let. Find the Component form. Let.
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9.7 Vectors Magnitude and Direction
Vector is a Directed Line Segment(a ray) Terminal point Initial point
Component Form of a vector P = (p1, p2 ); Q = (q1, q2 ) Which can be labeled by just a letter.
Magnitude is the length of a vector It is denote as || vector name || Have you seen this equation before?
Magnitude is the length of a vector It is denote as || vector name || If you use Component form it is less work
Vectors also have direction Vector direction are based off the West/East line
Vectors also have direction Vector direction are based off the West/East line.
Vectors also have direction Vector direction are based off the West/East line.
Vectors also have direction Vector direction are based off the West/East line.
Parallelogram Law used in Addition of Vectors Graph the Vectors move the tail of one vector to the head of the other vector.
Parallelogram Law used in Addition of Vectors Graph the Vectors move the tail of one vector to the head of the other vector.
Find the Component form, Magnitude and its direction. Component form
Find the Component form, Magnitude and its direction. Component form
Find the Component form, Magnitude and its direction. Component form Magnitude
Find the Component form, Magnitude and its direction. Component form Magnitude
Find the Component form, Magnitude and its direction. Component form Magnitude
Find the Component form, Magnitude and its direction. Component form Direction Magnitude
Add the Vectors The Vectors are in Component form
Add the Vectors The Vectors are in Component form
Homework Page 576 – 578 # 13 – 19 odd, 35 – 39 odd