What is the vector product of A = 4 (i) - 3 (j) - 5 (k) and B = 5 (i) - 4 (j) + 2 (k)?
22 |
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9 (i) - 7 (j) - 3 (k) |
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14 (i) - 17 (j) - 1 (k) |
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-26 (i) - 33 (j) - 1 (k) |
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20 (i) + 12 (j) - 10 (k)) |
SOLUTION:
the vector product of A = 4 (i) - 3 (j) - 5 (k)
AND B = 5 (i) - 4 (j) + 2 (k)
Compare
and
the vector product of two vector is
The vector product is
ANSWER
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