Column A
x < y < 0
Column B
x + y
... ...
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Column A |
x < y < 0 |
Column B |
| |
x + y |
|
xy |
(A) Column A is larger
(B) ...
(C) ...
(D) ...
(E) ...
*This question is included in
Nova Math - Diagnostic/Review:
Replies to This Thread: 2
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Column A
x < y < 0
Column B
x + y
... ...
Posted: 08/07/2013 23:22
This is wrong...if the values are decimals...x=.9 and y=.8 column A is greater...therefore it's D
Admin
Reply 1 of 2
Replies to This Thread: 0
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Posted: 08/08/2013 00:58
Hi Soujanya,
The values of x and y must satisfy the inequality x < y < 0 that appears between Column A and Column B. Since 0.9 and 0.8 are positive numbers, they do not satisfy the inequality x < y < 0.
Nova Press
Reply 2 of 2
Replies to This Thread: 0
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Posted: 08/13/2013 03:07
.9 and .8 is greater than 0.
Replies to This Thread: 0
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Column A
x < y < 0
Column B
x + y
... ...
Posted: 02/07/2014 08:45
This is not correct. The instructions do not say that these have to be integers. Therefore sometimes when you multiply them they come out less. I think D is the more appropriate answer because we were not given the information that the numbers have to be integers.
Replies to This Thread: 1
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Column A
x < y < 0
Column B
x + y
... ...
Posted: 02/07/2014 08:46
Your discussion of how the problem is solved does not match your question. You mentioned stipulations of the numbers being positive are on. There is nothing along those lines in the question. Please explain.
Admin
Reply 1 of 1
Replies to This Thread: 0
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Posted: 02/07/2014 10:21
Omonpee, I do not understand your comment. x and y are negative. The sum of x and y is negative. The product of x and y is positive. So the product is larger than the sum, and B is the answer.
