D we can rewrite BE (0) as follows. 5+B₁ (0) A 6 5 + Bo (1) Ⓒ5 Boll @ 5B₁ (0) non of these.

Elements Of Modern Algebra
8th Edition
ISBN:9781285463230
Author:Gilbert, Linda, Jimmie
Publisher:Gilbert, Linda, Jimmie
Chapter3: Groups
Section3.2: Properties Of Group Elements
Problem 32E: Prove statement d of Theorem 3.9: If G is abelian, (xy)n=xnyn for all integers n.
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D
/
A
6
التاريخ :
We can rewrite BE (0) as follows
5+B₁(0)
5 + Bo (1)
Ⓒ5 Bottl
@ 5B₁(0)
@ non of these
الموضوع :
-
let {Xn be asequence in a pre-Hilbert
Speace X and X, Y EX such that.
Xn → X, yI Xn then
@Xn →→Y
x=y
©XLy
|| x+ay||=||X-ayll vacf-:
℗ non of these
Transcribed Image Text:D / A 6 التاريخ : We can rewrite BE (0) as follows 5+B₁(0) 5 + Bo (1) Ⓒ5 Bottl @ 5B₁(0) @ non of these الموضوع : - let {Xn be asequence in a pre-Hilbert Speace X and X, Y EX such that. Xn → X, yI Xn then @Xn →→Y x=y ©XLy || x+ay||=||X-ayll vacf-: ℗ non of these
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