AP Physics C - Cross Product

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  • Опубликовано: 25 июл 2024
  • A brief introduction to the cross product (aka vector product) for introductory calculus-based physics courses.
    For more information, please visit APlusPhysics.com.
    You can also check out the new AP Physics C Companion: Mechanics, a guide book designed to assist in your studies of AP Physics C: Mechanics. Both black-and-white and full-color versions available from Amazon.com: amzn.to/2vPCvB3

Комментарии • 14

  • @bradleyknockel7982
    @bradleyknockel7982 Год назад +1

    Two minor corrections...
    (1) In the very beginning, you say that the dot product gives you a "magnitude only". This cannot always be true because vector magnitudes are always positive.
    (2) Shortly after, your drawn 3D coordinate axes are not right handed: en.wikipedia.org/wiki/Right-hand_rule#Coordinates . In a left-handed coordinate system using the formulas in your video, the cross product's direction is given by the left-hand rule.

  • @andrewchang7194
    @andrewchang7194 9 лет назад +1

    you can also cross out the row and column of the respective direction (I hat, j hat, k hat, etc.) and do (top left × bottom right) - (top right × bottom left) of whatever is remaining. that is for 3×3 matrices of course. appreciate your videos

  • @TanmaySoniTV
    @TanmaySoniTV 10 лет назад +1

    Thanks man, that was helpful

  • @ivana3490
    @ivana3490 7 лет назад +2

    You deserve more views! great video!

  • @craiglistly8210
    @craiglistly8210 10 лет назад +1

    thank you very good explanation, much appreciated

  • @edmund3504
    @edmund3504 5 лет назад

    does the AP Physics C exam prefer unit vector notation or vector component notation? or do they use them equally?

  • @shifengchen527
    @shifengchen527 2 месяца назад

    Any recommended textbook for AP physics C mechanics?

  • @jackysub1941
    @jackysub1941 5 лет назад +1

    does AP Physics C require the calculation of a cross product?

  • @ryanpark2005
    @ryanpark2005 9 лет назад +1

    At 8:03, how did you get sin90?

    • @DanFullerton
      @DanFullerton  9 лет назад +1

      We know the angle is 90 degrees because we're looking for something perpendicular to both A and B. Perpendicular implies the angle is 90.