Vector A) Prove that: Vx (FxG) = (GV)F- (FV)G+ F(VG) - G(VF). 201 1

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 60E
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Vector
1
A) Prove that: V x (FxG) = (GV)F- (FV)G+ F(VG) - G(V.F).
B) Find all of the second derivatives for f(x. y) = (3xy² + 2xy + x²) In: +y²
Brie differente directia derivatives with stable gnh an eations.
Find the direcional avati 220.
vector in t direction of
ere
E) Evaluat the trde integral
I need answer
Only branch A
(a)
dx dy=
(b)
dyd = 24
GEL
direct
رسالت
+vana is the unit
Transcribed Image Text:Vector 1 A) Prove that: V x (FxG) = (GV)F- (FV)G+ F(VG) - G(V.F). B) Find all of the second derivatives for f(x. y) = (3xy² + 2xy + x²) In: +y² Brie differente directia derivatives with stable gnh an eations. Find the direcional avati 220. vector in t direction of ere E) Evaluat the trde integral I need answer Only branch A (a) dx dy= (b) dyd = 24 GEL direct رسالت +vana is the unit
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