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Question

|¯¯¯p|=2, |¯¯¯q|=3, then |¯¯¯pׯ¯¯q|sin(¯¯¯p,¯¯¯q)=

A
6
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B
32
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C
23
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D
1
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Solution

The correct option is A 6
|¯¯¯pׯ¯¯q|=|¯¯¯p||¯¯¯q|sin(¯¯¯p,¯¯¯q)

Thus, |¯¯¯pׯ¯¯q|sin(¯¯¯p,¯¯¯q)
=|¯¯¯p||¯¯¯q|sin(¯¯¯p,¯¯¯q)sin(¯¯¯p,¯¯¯q)
=|¯¯¯p||¯¯¯q|
=2×3
=6

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