To the left of each equation, identify the error in the equation. On the right side, identify the correction that produces a well‑defined equation.
To the left of each equation, identify the error in the equation. On the right side, identify the correction that produces a well‑defined equation.
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Question
Displayed is a series of mathematical equations involving vectors. Each of the equations contains an error.
In the equations, '×' is the cross product operator and '∙' is the dot product operator.
To the left of each equation, identify the error in the equation. On the right side, identify the correction that produces a well‑defined equation.
Error Correction
(a)
C=A→B→
(b)
C→=A→B→
(c)
C=A→×B→
(d)
C=AB→
(e)
C→=A×B→
(f)
A→∙B→=A→×B→
(g)
C→=2A→∙B→
(h)
C=A→/B→
(i)
C=A→/B
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