If 8 = (AB)–- (AB), then with usual notation, prove that %3D (i) [(A)- (a)] [(B)- (B)] + 2 N 8 (AB} + (aß) – (AB)? – (aB). (ii) 8 = N (B) (B) [(AB) (AB) (B) (B) S (A) (a) ((AB) (A) (aB, N (a)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 92E
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If 8= (AB)– (AB), then with usual notation, prove that
(i) [(A)– (a)) [(B)– (B)] + 2 N 8
|
(AB} + (aßY – (ABY – (aB Y.
|
(В) (B) ((АB) (AB)
(B)
(ii) 8
(B)
(A) (a) [(AB)
(A)
(aB )
(a)
N
Transcribed Image Text:If 8= (AB)– (AB), then with usual notation, prove that (i) [(A)– (a)) [(B)– (B)] + 2 N 8 | (AB} + (aßY – (ABY – (aB Y. | (В) (B) ((АB) (AB) (B) (ii) 8 (B) (A) (a) [(AB) (A) (aB ) (a) N
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