Is the product of A and B equal to 1?
(1) ABA = A
(2) BAB= B
ans:E
product AB
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ab=1?
St 1 aba = a
If a=0, then aba=a=0 Hence the answer to the ques is no
If a & b are both not equal to zero then aba = a; ab = 1 ----answer to the ques is yes.
hence this statement alone is INSUFF
St 2 bab = b
Same reasoning as above----INSUFF
Combining 1 & 2
You have the same problem either both a & b=0 or both can be equal to 1 in both the cases we don't have a definite yes/no reply to the ques
hence the answer is E
St 1 aba = a
If a=0, then aba=a=0 Hence the answer to the ques is no
If a & b are both not equal to zero then aba = a; ab = 1 ----answer to the ques is yes.
hence this statement alone is INSUFF
St 2 bab = b
Same reasoning as above----INSUFF
Combining 1 & 2
You have the same problem either both a & b=0 or both can be equal to 1 in both the cases we don't have a definite yes/no reply to the ques
hence the answer is E
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I just want to add a tip
Every time you see an equation in the form of AB=A always remember you can NEVER cancel out the two As because A can be equal to 0 as well (unless mentioned its a non 0 integer). That's a very common trap in GMAT.
Every time you see an equation in the form of AB=A always remember you can NEVER cancel out the two As because A can be equal to 0 as well (unless mentioned its a non 0 integer). That's a very common trap in GMAT.
Thanks, I was doing the same mistake. will remember in future.
mals24 wrote:I just want to add a tip
Every time you see an equation in the form of AB=A always remember you can NEVER cancel out the two As because A can be equal to 0 as well (unless mentioned its a non 0 integer). That's a very common trap in GMAT.
Philosophers have interpreted world in various ways, the point is to change it!