Questions and Answers
What is the triple scalar product of vectors a, b, and c?
$| (a \times b) \cdot c | = |a \times b| |c| |\cos \theta|$
What is the volume of the parallelepiped determined by vectors a, b, and c?
$| (a \times b) \cdot c |$
Which property holds true for the triple scalar product?
$(a \times b) \cdot c = a \cdot (b \times c)$
What is the value of $a \cdot (b \times c)$ for vectors $a = i + 2j - k$, $b = -2i + 3k$, and $c = 7j - 4k$?
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What is the value of $|a \cdot (b \times c)|$ for vectors $a = i + 2j - k$, $b = -2i + 3k$, and $c = 7j - 4k$?
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