Recent content by yusukered07

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    What are the results of integrating the dot and cross products of two vectors?

    Yeah... That's the process I've made... Then I integrate them with respect to t and evaluate from 0 to 2
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    Vector Integration 2: Evaluating (a) & (b)

    I didn't pretend that I know the answer. Here is my solution to the problem I posted. To letter (a). A\cdot B = 2t^{3} + 6t^{2} - 6t Taking its integral with respect to t from 0 to 2 will give an answer of 12. To letter (b). A\times B = -6t^{3}i + [2t^{2} (t -1) - 6t^{2}]j - 2t^{4}k...
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    Vector Integration 2: Evaluating (a) & (b)

    I evaluate the values of A\cdot B and A\times B first. Then integrate the both with respect to their limits.
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    Vector Integration 2: Evaluating (a) & (b)

    The solution I've made is not complicated. You try first to evaluate the vectors and then take the integral of them.
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    Graduate Proving Lines Contain Exactly n Points in an Affine Plane of Order n

    [SIZE="5"]In an affine plane of order n, prove that each line contain exactly n points
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    Solving Challenging Integrals: Strategies and Examples

    http://www.quickmath.com/
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    Vector Integration: Solving \int_{S}\int n dS = 0 on Closed Surfaces

    is there any proof you can show?? that's the question..
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    Vector Integration: Solving \int_{S}\int n dS = 0 on Closed Surfaces

    So, will you help me to make a proof?
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    Vector Integration: Solving \int_{S}\int n dS = 0 on Closed Surfaces

    What is i there? n is normal line, I think
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    Vector Integration Homework: Evaluate Integrals A⋅B & A×B

    Thanks! I've got the answer..:smile:
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    What are the results of integrating the dot and cross products of two vectors?

    Sorry for giving a wrong problem...
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    Vector Integration Homework: Evaluate Integrals A⋅B & A×B

    Homework Statement [SIZE="4"]If A(t) = t i - t2 j + (t - 1) k and B(t) = 2t2 i + 6t k, evaluate (a) \int^{2}_{0}A \cdot B dt, [SIZE="4"](b) \int^{2}_{0}A \times B dt. Homework Equations The Attempt at a Solution Help me please because I don't know how to solve this problem...
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    Vector Integration 2: Evaluating (a) & (b)

    [SIZE="4"]If A(t) = t i - t2 j + (t - 1) k and B(t) = 2t2 i + 6t k, evaluate (a) \int^{2}_{0}A \cdot B dt, [SIZE="4"](b) \int^{2}_{0}A \times B dt.
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    Vector Integration: Solving \int_{S}\int n dS = 0 on Closed Surfaces

    Homework Statement \int_{S}\int [SIZE="5"]n dS = 0 for any closed surface S. Homework Equations The Attempt at a Solution I can't solve this because I don't have any idea in Vector intregrals.
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    What are the results of integrating the dot and cross products of two vectors?

    [SIZE="4"]If A(t) = t i - t2 j + (t - 1) k and B(t) = 2t2 i + 6t k, evaluate (a) \int^{2}_{0}A \cdot Bdt , [SIZE="4"](b) \int^{2}_{0}A \times B dt.