Given fields G₁-5(x + y), + 10, and G₂-5a, + 2xya,, find at P(3,2,0) (a) G b) G₂; (c) a₁, a unit vector in the direction of G₁; (d) a₂, a unit vector in the direc- tion of G₂; (e) 12, a unit vector in the direction of (G, + G₂
Given fields G₁-5(x + y), + 10, and G₂-5a, + 2xya,, find at P(3,2,0) (a) G b) G₂; (c) a₁, a unit vector in the direction of G₁; (d) a₂, a unit vector in the direc- tion of G₂; (e) 12, a unit vector in the direction of (G, + G₂
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![8/Given fields G₁ - 5(x + y)a, + 10a, and G, -Sa, + 2xya,, find at P(3,2,0) (a) |G₁|:
(b) |G₂; (c) a₁, a unit vector in the direction of G₁; (d) a,, a unit vector in the direc
tion of G₂; (e) 12, a unit vector in the direction of (G, + G₂).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe8c27cf4-22d1-441b-b7ad-8240de57e70c%2F9f3757b5-e18d-4386-a9f6-3c5dc90e4a4e%2Fg3qhdkm_processed.jpeg&w=3840&q=75)
Transcribed Image Text:8/Given fields G₁ - 5(x + y)a, + 10a, and G, -Sa, + 2xya,, find at P(3,2,0) (a) |G₁|:
(b) |G₂; (c) a₁, a unit vector in the direction of G₁; (d) a,, a unit vector in the direc
tion of G₂; (e) 12, a unit vector in the direction of (G, + G₂).
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