Prove that AABC A DEF. C=2 E-4,2) 6-14.214 A 4) TF-.5)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.4: Complex Numbers
Problem 62E
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Prove that AABC A DEF.
E4.2)
125
6-14.21.
A6 4)
Transcribed Image Text:Prove that AABC A DEF. E4.2) 125 6-14.21. A6 4)
O AABC ADEP becnne AABC can be vanslated (e, s)+ (e+8, s) md reflected over thean to map orto ADEF
O AABC = ADEP bacase AABC can be vanslatad (2, ) (z+8, ) and sufectad avar tha y-as to map onto ADEF
O AABC = ADEP because AABC can be vanslatad (2, s) + (2-8, ) and rafucted over thar-ais te map onto ADEF.
O AABC ADEF becnne AABC can be ranlated (r, ) + (r-& p) nd reflected over they-ain to mag onto ADEF
Transcribed Image Text:O AABC ADEP becnne AABC can be vanslated (e, s)+ (e+8, s) md reflected over thean to map orto ADEF O AABC = ADEP bacase AABC can be vanslatad (2, ) (z+8, ) and sufectad avar tha y-as to map onto ADEF O AABC = ADEP because AABC can be vanslatad (2, s) + (2-8, ) and rafucted over thar-ais te map onto ADEF. O AABC ADEF becnne AABC can be ranlated (r, ) + (r-& p) nd reflected over they-ain to mag onto ADEF
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