I- x -625II- y -676A- x - yB- x yE- x-y or relationship cannot be established

The correct option is E x =yor relationship cannot be establishedEquation I x = √(625)⇒ x = ± 25 Equation II y = √(676)⇒ y = ± 26 Hence, a relationship between ...

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Quantitative Aptitude

Solving Inequalities

I. x =√625II....

Question

I. $x = \sqrt{625}$
II. $y = \sqrt{676}$

x \geq y

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x > y

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x \leq y

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x < y

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x = y

or relationship cannot be established

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Solution

The correct option is E $x = y$ or relationship cannot be established
Equation I
$x = \sqrt{625} \Rightarrow x = \pm 25$
Equation II
$y = \sqrt{676} \Rightarrow y = \pm 26$
Hence, a relationship between x and y cannot be established.

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I. x=√625 II. y=√676

The correct option is E x=y or relationship cannot be establishedEquation I x=√625⇒x=±25 Equation II y=√676⇒y=±26 Hence, a relationship between x and y cannot be established.

I. $x = \sqrt{625}$
II. $y = \sqrt{676}$

The correct option is E $x = y$ or relationship cannot be established
Equation I
$x = \sqrt{625} \Rightarrow x = \pm 25$
Equation II
$y = \sqrt{676} \Rightarrow y = \pm 26$
Hence, a relationship between x and y cannot be established.