C4 Vectors and Scalar Products

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  1. Lanter's Avatar
    • Junior Member
    • Posts: 36
    C4 Vectors and Scalar Products
    Hi
    I am really stuck on question 8 part C
    I have tried using the formula for cos(theta) but i get the wrong answer
    Any help will be much appreciated
    Thankyou


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  2. Thrug's Avatar
    • Benevolent Member
    • Location: Yorkshire/Warwick
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    Re: C4 Vectors and Scalar Products
    (Original post by Lanter)
    Hi
    I am really stuck on question 8 part C
    I have tried using the formula for cos(theta) but i get the wrong answer
    Any help will be much appreciated
    Thankyou


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    What were you using as your two vectors?
  3. ReTurd's Avatar
    • Respected Member
    • Posts: 245
    Re: C4 Vectors and Scalar Products
    You might be using the wrong vectors
    Find the vectors AB and AO then use the the dot product equation to find the angle.
    Last edited by ReTurd; 29-05-2012 at 09:52.
  4. Classical Liberal's Avatar
    • Vengeful, Imperial Overlord of The Student Room
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    Re: C4 Vectors and Scalar Products
    Make sure both of the vectors have the same direction with regards to their intersection.
  5. Lanter's Avatar
    • Junior Member
    • Posts: 36
    (Original post by Thrug)
    What were you using as your two vectors?
    Vectors a (2i+3j-1k) and b (-1i+6j+7k) that i worked out in the previous question
    Sorry for the late reply btw


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  6. Lanter's Avatar
    • Junior Member
    • Posts: 36
    (Original post by ReTurd)
    You might be using the wrong vectors
    Find the vectors AB and AO then use the the dot product equation to find the angle.
    I will try that now
    Sorry for the late reply


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  7. Lanter's Avatar
    • Junior Member
    • Posts: 36
    (Original post by Classical Liberal)
    Make sure both of the vectors have the same direction with regards to their intersection.
    Ok thankyou


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  8. Thrug's Avatar
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    Re: C4 Vectors and Scalar Products
    (Original post by Lanter)
    Ok thankyou


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    You know you have them the wrong way round if you get an obtuse angle.

    If you do just do [ 180 minus your answer ] to get back to acute.
  9. Lanter's Avatar
    • Junior Member
    • Posts: 36
    (Original post by Thrug)
    You know you have them the wrong way round if you get an obtuse angle.

    If you do just do [ 180 minus your answer ] to get back to acute.
    Yeah i know
    Thanks anyways
    Done the question now finally


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