- karthikpandian19
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Being a proposition of set theory is Zorn's lemma that occurs in the proofs of several theorems of crucial importance, for instance, the Hahn-Banach theorem asserting that every vector space has a basis and Tychonoff's theorem stating that every product of compact spaces is compact.
(A) Being a proposition of set theory is Zorn's lemma that occurs in the proofs of several theorems of crucial importance
(B) Being a proposition of set theory is Zorn's lemma, which occurring in the proofs of several theorems of crucial importance
(C) A proposition of set theory is occurring in the proofs of several theorems of crucial importance, Zorn's lemma
(D) A proposition of set theory, Zorn's lemma occurs in the proofs of several theorems of crucial importance
(E) Occurring in the proofs of several theorems of crucial importance, a proposition of set theory is Zorn's lemma
(A) Being a proposition of set theory is Zorn's lemma that occurs in the proofs of several theorems of crucial importance
(B) Being a proposition of set theory is Zorn's lemma, which occurring in the proofs of several theorems of crucial importance
(C) A proposition of set theory is occurring in the proofs of several theorems of crucial importance, Zorn's lemma
(D) A proposition of set theory, Zorn's lemma occurs in the proofs of several theorems of crucial importance
(E) Occurring in the proofs of several theorems of crucial importance, a proposition of set theory is Zorn's lemma
Regards,
Karthik
The source of the questions that i post from JUNE 2013 is from KNEWTON
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---Never stop until cracking GMAT---
Karthik
The source of the questions that i post from JUNE 2013 is from KNEWTON
---If you find my post useful, click "Thank"
---Never stop until cracking GMAT---

















