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What is the greatest possible integer value of x for which square root of √x-5 is an imaginary number
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Oct 9, 2017
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What is the greatest possible integer value of x for which square root of √x-5 is an imaginary number
Mathematics
high-school
Andrej Kikelj
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The greatest of must be less than five .i.e 4
Thomas Hetzer
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Oct 11, 2017
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Thomas Hetzer
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The correct answer for this question is 4.
We have to bear in mind that any number should be less than 5 to make the square root be an imaginary number.
Starting with 4
= square root (4 - 5)
= square root (-1)
= imaginary
Hereblur
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Oct 14, 2017
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Hereblur
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