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If x \sqrt[5]{-37}, the which of the following must be true
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Updated on: 13 Nov 2018, 14:59
Updated on: 13 Nov 2018, 14:59
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Question Stats:
70% (00:54) correct
30% (00:56) wrong based on 20 sessions
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If \(x=\sqrt[5]{-37}\) then which of the following must be true?
A) \(\sqrt{- x}>2\)
B) \(x >−2\)
C) \(x^2<4\)
D) \(x^3<−8\)
E) \(x^4>32\)
A) \(\sqrt{- x}>2\)
B) \(x >−2\)
C) \(x^2<4\)
D) \(x^3<−8\)
E) \(x^4>32\)
Re: If x \sqrt[5]{-37}, the which of the following must be true
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13 Nov 2018, 15:02
13 Nov 2018, 15:02
Expert Reply
Please format the question the proper way. It is crucial. A screenshot does not help.
read this how to do. It is not difficult
read this how to do. It is not difficult
Attachments
LaTeX_Symbols.pdf [255.35 KiB]
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Re: If x \sqrt[5]{-37}, the which of the following must be true
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16 Nov 2018, 17:58
16 Nov 2018, 17:58
Can anyone provide explanation.
