The Dot Product, Vectors & Projection

62 CQ
12 Lessons
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    6 CQ
    6. Advanced Dot Product Problems | Pt 4
    A lesson with Math Fortress
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    Are the given vectors orthogonal, parallel, or neither? In this advanced calculus lesson, run through practice problems that require the use of the dot product.

    Are the given vectors orthogonal, parallel, or neither? In this advanced calculus lesson, run through practice problems that require the use of the dot product.

  • Playing
    6 CQ
    7. Advanced Dot Product Problems | Pt 5
    A lesson with Math Fortress
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    In this advanced calculus lesson, run through three challenging problems that require use of the dot product, including finding points of intersection.

    In this advanced calculus lesson, run through three challenging problems that require use of the dot product, including finding points of intersection.

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    5 CQ
    8. The Dot Product Applications
    A lesson with Math Fortress
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    Time to make use of the dot product with this application. Learn about scalar projections, vector projections, and orthogonal projections in this math lesson.

    Time to make use of the dot product with this application. Learn about scalar projections, vector projections, and orthogonal projections in this math lesson.

  • Playing
    3 CQ
    9. The Dot Product & Projection Examples
    A lesson with Math Fortress
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    In this calculus lesson, discover the dot product (or the scalar product) and follow along with examples covering scalar, vector, and orthogonal projection.

    In this calculus lesson, discover the dot product (or the scalar product) and follow along with examples covering scalar, vector, and orthogonal projection.

  • Playing
    5 CQ
    10. Dot Product, Direction Angles & Cosines
    A lesson with Math Fortress
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    Continue discussing the dot product in this calculus lesson reviewing direction angles and direction cosines, and practice rewriting expressions for magnitude.

    Continue discussing the dot product in this calculus lesson reviewing direction angles and direction cosines, and practice rewriting expressions for magnitude.

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