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26 Dec 2006, 11:30
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There are five consecutive integers. The product of five integers is NOT 0 (zero). Q: The prodcut of five integers is NEGATIVE?
1) Among five integers, the largest number is LESS than 5
2) Among five integers, there is AT LEAST one NEGATIVE integer
Very tricky question!
1) Among five integers, the largest number is LESS than 5
2) Among five integers, there is AT LEAST one NEGATIVE integer
Very tricky question!
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26 Dec 2006, 11:46
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There are five consecutive integers. The product of five integers is NOT 0 (zero).
=>all -ve numbers or all + ve numbers
(i)Among five integers, the largest number is LESS than 5
e.g :If the largest number is 4 we get only four consecutive integers since 0 cannot be included.
Take any -ve number and it works.
So, all the numbers need to be -ve, product is -ve (suff)
(ii)
Among five integers, there is AT LEAST one NEGATIVE integer
If there is at least one negative integer, then all will be -ve.
e.g -2 : the other four can be -1,-2,-3,-4,-5 or -2,-3,-4,-5,-6 but no 0 or +ve crossover.
(suff)
I'd go with D
=>all -ve numbers or all + ve numbers
(i)Among five integers, the largest number is LESS than 5
e.g :If the largest number is 4 we get only four consecutive integers since 0 cannot be included.
Take any -ve number and it works.
So, all the numbers need to be -ve, product is -ve (suff)
(ii)
Among five integers, there is AT LEAST one NEGATIVE integer
If there is at least one negative integer, then all will be -ve.
e.g -2 : the other four can be -1,-2,-3,-4,-5 or -2,-3,-4,-5,-6 but no 0 or +ve crossover.
(suff)
I'd go with D
