This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
ScanSolve AI Answer
Hey Lvdy, good to see you again. Here are the inequalities represented by the diagrams: A) Step 1: Identify the two separate intervals. The first interval has an open circle at 11 and an arrow pointing left, meaning x < 11. The second interval has a closed circle at 19 and an arrow pointing right, meaning x 19. Step 2: Combine the intervals with "or" since they are separate. x < 11 or x 19 B) Step 1: Identify the endpoints and their types. There is a closed circle at -2 and an open circle at 6. The line segment connects these two points. Step 2: Write the inequality for x being between these two points, including -2 and excluding 6. -2 x < 6 C) Step 1: Identify the endpoints and their types. There is an open circle at 0 and a closed circle at 16. The line segment connects these two points. Step 2: Write the inequality for x being between these two points, excluding 0 and including 16. 0 < x 16 D) Step 1: Identify the two separate intervals. The first interval has an open circle at 5 and an arrow pointing left, meaning x < 5. The second interval has an open circle at 17 and an arrow pointing right, meaning x > 17. Step 2: Combine the intervals with "or" since they are separate. x < 5 or x > 17 E) Step 1: Identify the endpoints and their types. There is a closed circle at -2 and a closed circle at 4. The line segment connects these two points. Step 2: Write the inequality for x being between these two points, including both -2 and 4. -2 x 4 Send me the next one 📸