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Chapter 3.1
Scalars and Vectors
Review
• Scalar – magnitude and no
  direction
 – Example – speed of a car is 65
  mph
• Vector – magnitude and direction
 – Example – ball is thrown down
  with a velocity of -5 m/s
Addition of Vectors
• Resultant – a vector representing the
  sum of two or more vectors
• Can be found by drawing to scale on
  paper
  –Start with the tail at the head of the
   first vector
  –Resultant can be found by connecting
   the two vectors
Vector Subtraction
• To subtract a vector, add its opposite
  (vector with same magnitude but
  opposite in direction)

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Chapter 3.1 notes

  • 2. Review • Scalar – magnitude and no direction – Example – speed of a car is 65 mph • Vector – magnitude and direction – Example – ball is thrown down with a velocity of -5 m/s
  • 3. Addition of Vectors • Resultant – a vector representing the sum of two or more vectors • Can be found by drawing to scale on paper –Start with the tail at the head of the first vector –Resultant can be found by connecting the two vectors
  • 4. Vector Subtraction • To subtract a vector, add its opposite (vector with same magnitude but opposite in direction)