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09 Apr 2013, 16:32
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E
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
75%
(hard)
Question Stats:
27% (01:25) correct
73%
(01:07)
wrong
based on 26
sessions
History
Date
Time
Result
Not Attempted Yet
If the square root of t is a real number, is the square root of t positive?
(1) t > 0
(2) t^2 > 0
(1) t > 0
(2) t^2 > 0
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10 Apr 2013, 01:12
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Rock750
I wouldn't worry about this question at all since it deals with a subtle difference between writing "the square root of t" and "\(\sqrt{t}\)". You won't see such question on the real test.
10 Apr 2013, 01:26
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1. t is positive. Square root of t can be either positive or negative. Not sufficient.
2.\(t^2\) is positive and square root of t is a real number.So t should be positive and square root of t can be positive or negative.
Not sufficient.
Combining both statements,we can not proceed further.
Ans : Option E.
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Press +1 KUDOS if you like my explanation.
2.\(t^2\) is positive and square root of t is a real number.So t should be positive and square root of t can be positive or negative.
Not sufficient.
Combining both statements,we can not proceed further.
Ans : Option E.
------------------------------------------------------
Press +1 KUDOS if you like my explanation.
