Recent content by VectorA

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    Forces in 3-D: Homework Solutions

    I tried and still having some troubles. :(
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    Forces in 3-D: Homework Solutions

    Ok i will try to solve it now. I hope i get the right answer
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    Finding Forces in Truss Members for Solving Truss Problems

    Homework Statement Homework EquationsThe Attempt at a Solution First i Found the external forces. Ax =0 , Ay = 8Kn, Jy=8Kn and P = -16Kn Then i took moment about point G to eliminate FH and EG and so was able to find CH = 14.66Kn. I am kind of stuck on how to tackle the problem further...
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    Forces in 3-D: Homework Solutions

    Is it true that i cannot calculate the magnitude of the vector? because L is a unknown quantity.
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    Forces in 3-D: Homework Solutions

    (8k +6i) X (L-6i +6j -8k) ----> i replaced L-6 with x So the cross product that i got is = 8x+48(j) - 48(i) +36(k)
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    Forces in 3-D: Homework Solutions

    (8k +6i) X (L-6i +6j -8k) ----> i replaced L-6 with x So the cross product that i got is = 8x+48(j) - 48(i) +36(k)
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    Calculating Force Magnitude with Friction and Initial Velocity

    Yes, sorry for that mistake. It makes sense now. Just wanted to say I have huge respect for you guys, taking out time, trying to help others in their course work. Thank you very much.
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    Calculating Force Magnitude with Friction and Initial Velocity

    And also the friction force is acting towards right?
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    Calculating Force Magnitude with Friction and Initial Velocity

    I see, so the acceleration is going towards right. Am i right?
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    Calculating Force Magnitude with Friction and Initial Velocity

    It doesn't say anything about the mass directly but since w=mg and we know the weight, we can find the mass.
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    Forces in 3-D: Homework Solutions

    Can you please just quickly tell me what the next step should be? It would be really appreciated.
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    Forces in 3-D: Homework Solutions

    yes I guess then it is AD-AC L-6(i) +6(j) -8(k)
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    Forces in 3-D: Homework Solutions

    is my answer correct?
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    Forces in 3-D: Homework Solutions

    AC - AD 6-L (i) + 8(k) - 6(j)
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    Forces in 3-D: Homework Solutions

    I am so sorry for asking stupid questions but does the difference look like this? 6-L(i) + 6(j) + 8(k)
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