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06 Jun 2017, 11:35
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D
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Question Stats:
59% (00:50) correct
41%
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Which of the following expresses the length of the greatest distance between any two points on a square with area a?
A. a
B. √a
C. a√2
D. √(2a)
E. 2√a
A. a
B. √a
C. a√2
D. √(2a)
E. 2√a
06 Jun 2017, 13:27
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greatest distance between any two points on a square will be the two opposite ends of the diagonal.
Area of the square = a
Side of the square = √a
Diagonal = \(\sqrt{2* (√a)^2}\) = a√2
Answer is C
Area of the square = a
Side of the square = √a
Diagonal = \(\sqrt{2* (√a)^2}\) = a√2
Answer is C
Shruti0805
06 Jun 2017, 21:55
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quantumliner
greatest distance between any two points on a square will be the two opposite ends of the diagonal.
Area of the square = a
Side of the square = √a
Diagonal = \(\sqrt{2* (√a)^2}\) = a√2
Answer is C
Area of the square = a
Side of the square = √a
Diagonal = \(\sqrt{2* (√a)^2}\) = a√2
Answer is C
Should be D.
The length of the diagonal for a square is \(\sqrt{2}*Side\)
Side = \(\sqrt{a}\)
Thus, diagonal should be \(\sqrt{2a}\)
