Consider the two vectors A = Axî + Ayĵ and B = Bxî + Byĵ. If î · î = ĵ • ĵ = 1 and î · j = ĵ · î = 0, prove algebraically that à · B = A,Bx + A,By.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.4: Definition Of Function
Problem 52E
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Consider the two vectors à = A,î + Ayĵ and B = Bxî + Byĵ. If î · î = ĵ · ĵ = 1 and
î·j = ĵ · î = 0, prove algebraically that à - B = A,BX + A,B..
Transcribed Image Text:Consider the two vectors à = A,î + Ayĵ and B = Bxî + Byĵ. If î · î = ĵ · ĵ = 1 and î·j = ĵ · î = 0, prove algebraically that à - B = A,BX + A,B..
Using the concept of percent difference, prove algebraically that
|X1 – x
X2 – x
x 100% =
x 100%
%3D
18
18
Transcribed Image Text:Using the concept of percent difference, prove algebraically that |X1 – x X2 – x x 100% = x 100% %3D 18 18
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