Stan is $x$ years old while his son, Ryan, is $y$ years old. Which of the following inequalities is true and what is the age gap between Stan and Ryan?

x < y, x + y

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x > y, 2 x - y

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x < y, 2 x + y

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x > y, x - y

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Solution

The correct option is D $x > y, x - y$
Since Ryan is Stan’s son, Ryan must be younger than Stan.

$\Rightarrow y < x \Rightarrow x > y$

The age gap between Stan and Ryan is the difference between their ages. Since Stan is older, the difference in their ages will be $x - y$ .

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Stan is x years old while his son, Ryan, is y years old. Which of the following inequalities is true and what is the age gap between Stan and Ryan?

The correct option is D x>y, x−ySince Ryan is Stan’s son, Ryan must be younger than Stan. ⇒y<x⇒x>y The age gap between Stan and Ryan is the difference between their ages. Since Stan is older, the difference in their ages will be x−y.

Stan is $x$ years old while his son, Ryan, is $y$ years old. Which of the following inequalities is true and what is the age gap between Stan and Ryan?

The correct option is D $x > y, x - y$
Since Ryan is Stan’s son, Ryan must be younger than Stan.

$\Rightarrow y < x \Rightarrow x > y$

The age gap between Stan and Ryan is the difference between their ages. Since Stan is older, the difference in their ages will be $x - y$ .