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Master | Next Rank: 500 Posts
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by grandh01 » Fri Aug 03, 2012 5:09 pm
What is the least possible product of 4
different integers, each of which has a
value between –5 and 10, inclusive?
(A) –5040 (B) –3600
(C) –720 (D) –600
E) -120
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by eagleeye » Fri Aug 03, 2012 5:21 pm
grandh01 wrote:What is the least possible product of 4
different integers, each of which has a
value between –5 and 10, inclusive?
(A) –5040 (B) –3600
(C) –720 (D) –600
E) -120
4 Different integers, least product required.

Choose the 3 largest absolute positive values and smallest negative value
P = 10*9*8*(-5) = -3600 :)

B is correct
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by grandh01 » Fri Aug 03, 2012 5:35 pm
I have a question. Why can the answer not be E -120. Are we not looking for the least value. -120= 3*4*2-(-5)?
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by eagleeye » Fri Aug 03, 2012 5:38 pm
grandh01 wrote:I have a question. Why can the answer not be E -120. Are we not looking for the least value. -120= 3*4*2-(-5)?
-3600 is smaller than -120. (LEAST means the smallest value) :)
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