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03 Aug 2018, 04:17
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B
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
55%
(hard)
Question Stats:
61% (02:19) correct
39%
(02:21)
wrong
based on 236
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Not Attempted Yet
If x and y are the greatest possible and the least possible products, respectively, of four distinct integers, each of which is from -4 to 6, inclusive, then what is the value of x - y?
A. 960
B. 840
C. 720
D. 480
E. 360
A. 960
B. 840
C. 720
D. 480
E. 360
03 Aug 2018, 04:28
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To reach the positive greatness we need big guys 6*5*4*3=360 or 6*5*(-4)*(-3)=360
For negative, we need 3 positive big guys and one the least integer 6*5*4*(-4)=-480
x-y=360-(-480)=840
IMO
Ans: B
For negative, we need 3 positive big guys and one the least integer 6*5*4*(-4)=-480
x-y=360-(-480)=840
IMO
Ans: B
03 Aug 2018, 04:29
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-4 to 6 inclusive
X= greatest number =6*5*4*3 or 6*5*(-4)*(-3)=360
Y=smallest number =6*5*4*(-4)=-480
So x-y=360-(-480)=360+480=840
So.B
Posted from my mobile device
X= greatest number =6*5*4*3 or 6*5*(-4)*(-3)=360
Y=smallest number =6*5*4*(-4)=-480
So x-y=360-(-480)=360+480=840
So.B
Posted from my mobile device
