Write an Inequality Using Absolute Value That Represents the Given $\varepsilon$

question 1

Multiple Choice

Write an inequality using absolute value that represents the given condition.
-The distance between y and L is less than $\varepsilon$ (epsilon) .

• A) \(| y | < \varepsilon - L\)
• B) \(| y + L | < \varepsilon\) or \(| L + y | < \varepsilon\)
• C) \(| y - L | < \varepsilon\) or \(| L - y | < \varepsilon\)
• D) \(| y | < \varepsilon + L\)

---

Definitions:

Total Fertility Rate

The average number of children that would be born to a woman over her lifetime, based on current birth rates.

World's Population

This term refers to the total number of humans currently living on Earth.

Standard of Living

The level of wealth, comfort, material goods, and necessities available to a person, group, or society.

Birthrate

The ratio of total live births to the population in a specified area or period, usually calculated per thousand inhabitants per year.