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    Exam 2: Motion Along a Straight Line
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    Scalar (Dot) Product: If = 3 -
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Scalar (Dot) Product: If = 3 -

Question 16

Question 16

Short Answer

Scalar (dot) product: If Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . = 3 Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . - Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . + 4 Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . and Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . = x Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . + Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . - 5 Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . , find x so Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . will be perpendicular to Scalar (dot) product: If   = 3   -   + 4   and   = x   +   - 5   , find x so   will be perpendicular to   . .

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