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Miles read 44 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 1010 books in a month.\newlineLet xx represent how many books Miles read in the second half of March. Which inequality describes the problem?\newlineChoices:\newline(A) 4 + x > 10\newline(B) 4+x104 + x \geq 10\newlineSolve the inequality. Then, complete the sentence to describe the solution.\newlineMiles read more than ____ books in the second half of March.

Full solution

Q. Miles read 44 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 1010 books in a month.\newlineLet xx represent how many books Miles read in the second half of March. Which inequality describes the problem?\newlineChoices:\newline(A) 4+x>104 + x > 10\newline(B) 4+x104 + x \geq 10\newlineSolve the inequality. Then, complete the sentence to describe the solution.\newlineMiles read more than ____ books in the second half of March.
  1. Understand the problem: Step 11: Understand the problem and set up the inequality.\newlineMiles read 44 books in the first half of March and needs to have read more than 1010 books in total by the end of March. Let xx be the number of books he read in the second half of March. The inequality to describe this situation is 4 + x > 10, because he needs to read more than 1010 books in total.
  2. Solve the inequality: Step 22: Solve the inequality.\newlineStarting with the inequality 4 + x > 10, subtract 44 from both sides to isolate xx.\newline4 + x - 4 > 10 - 4\newlinex > 6
  3. Interpret the solution: Step 33: Interpret the solution.\newlineSince x > 6, Miles must have read more than 66 books in the second half of March to be added to the top-readers board.

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