Given the vector component of D(2, – 6, – 5) and G(1, 2, 3), find the vector of D that is parallel to G. 7 Answer:
Given the vector component of D(2, – 6, – 5) and G(1, 2, 3), find the vector of D that is parallel to G. 7 Answer:
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Answer Number 7
![Given A
В 3 2а and C
=- a + 3a , find (A •B)× C
= a.
а
Answer:
Find the unit vector directed from V(2, – 5, – 2) toward M(14, – 15, 3).
6
Answer:
Given the vector component of D(2, – 6, – 5) and G(1, 2, 3), find the vector of D that is parallel to G.
7
Answer:](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbff0b244-e353-4e2e-95f3-9896586ef765%2F2303f71e-2805-44f0-ac5a-27d6f3790d02%2Fznx3dt9_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Given A
В 3 2а and C
=- a + 3a , find (A •B)× C
= a.
а
Answer:
Find the unit vector directed from V(2, – 5, – 2) toward M(14, – 15, 3).
6
Answer:
Given the vector component of D(2, – 6, – 5) and G(1, 2, 3), find the vector of D that is parallel to G.
7
Answer:
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