Question

miles read 4 books in the first half of march. by the end of march, the library had added miles to the top-readers board for reading more than 10 books in a month. let x represent how many books miles read in the second half of march. which inequality describes the problem? 4 + x > 10 4 + x ≥ 10 solve the inequality. then, complete the sentence to describe the solution. miles read more than books in the second half of march. submit

Explanation:

Step1: Determine the inequality

Miles read 4 books in the first half and \( x \) books in the second half. The library added him for reading more than 10 books, so the total \( 4 + x \) must be greater than 10. Thus, the inequality is \( 4 + x > 10 \).

Step2: Solve the inequality

Subtract 4 from both sides: \( 4 + x - 4 > 10 - 4 \), which simplifies to \( x > 6 \).

Answer:

The inequality is \( 4 + x > 10 \), and Miles read more than 6 books in the second half of March.