Chapter 9: Q. 17 (page 627)
find (a) v × w, (b) w × v, (c) w × w, and
(d) v × v.
v= i + j
w = 2i + j + k
Short Answer
v ×w= i -j -k
w ×v= -i +j +k
w ×w=0
v ×v=0
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Chapter 9: Q. 17 (page 627)
find (a) v × w, (b) w × v, (c) w × w, and
(d) v × v.
v= i + j
w = 2i + j + k
v ×w= i -j -k
w ×v= -i +j +k
w ×w=0
v ×v=0
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