Set 24 Quant q# 9

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Set 24 Quant q# 9

by vk.neni » Wed Jun 06, 2007 10:32 pm
Hi, The following question is from Set 24.

The operation* represents either addition, subtraction, or multiplication of integers, what is the value of 1*0?
(1) 0*2=2
(2) 2*0=2


It appears to me that the answer is D for this question.
From (1), we can figure that the operator is addition, and so we can figure the value of 1*0.
From (2), we can figure that the operation is either addition or subtraction. Since the value of 1*0 would come out to be the same whether the operator is addition or subtraction, it is enough to know that the operator is not multiplication, which we can figure.

Then wouldn't the answer be D? The OA listed is A.

Can someone please explain? Thanks a lot.

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by sanju09 » Wed Jan 15, 2014 10:43 pm
vk.neni wrote:Hi, The following question is from Set 24.

The operation* represents either addition, subtraction, or multiplication of integers, what is the value of 1*0?
(1) 0*2=2
(2) 2*0=2


It appears to me that the answer is D for this question.
From (1), we can figure that the operator is addition, and so we can figure the value of 1*0.
From (2), we can figure that the operation is either addition or subtraction. Since the value of 1*0 would come out to be the same whether the operator is addition or subtraction, it is enough to know that the operator is not multiplication, which we can figure.

Then wouldn't the answer be D? The OA listed is A.

Can someone please explain? Thanks a lot.
Grammar is not proper, the source is questioning. Even your doubt seems correct.

(1) 0*2 = 2 cannot be had from 'subtraction or multiplication', hence the operator '*' must have to be 'addition', and the value of 1*0 = 1. Sufficient

(2) 2*0 = 2 can be had both by 'addition and subtraction', hence, even if the operator '*' is uncertain, but what is more important that we get the value of 1*0 = 1, same in both cases. Hence sufficient.

As already said, the source is really questioning as the OA is also comical.
The mind is everything. What you think you become. -Lord Buddha



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