Solve the Inequality $$8 < \left| \frac { x - 23 } { 3 } \right| < 10$$

question 79

Multiple Choice

Solve the inequality.Express the solution set in interval notation. $$8 < \left| \frac { x - 23 } { 3 } \right| < 10$$

• A) \(\quad ( - 7 , - 1 ) \cup ( 47,53 )\)
• B) \(( - 53 , - 47 ) \cup ( 1,7 )\)
• C) \(\quad ( - 1,47 )\)
• D) none of the above
• E) \(( - 7,1 ) \cup ( 47,53 )\)

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Definitions:

Rival in Consumption

Refers to a situation where the consumption of a good by one individual prevents or diminishes its consumption by another.

Club Goods

Goods that are excludable but non-rivalrous, meaning they can be accessed by members of a specific group but one person's use does not diminish availability for others.

Public Goods

Goods that are non-excludable and non-rivalrous, meaning they can be used by everyone and one person's use does not reduce availability for others.

Public Goods

Goods that are non-excludable and non-rivalrous, meaning they are available to all members of society and one person's consumption does not reduce availability for others.