Answer:
To simplify the expression |3-11| - (15/3 + 2)^2, let's break it down step by step. First, let's simplify the absolute value |3-11|. Since the absolute value simply gives the distance between a number and zero on the number line, we can rewrite it as |-8|. The distance between -8 and 0 is 8, so we have 8. Next, let's simplify the expression inside the parentheses: (15/3 + 2)^2. Inside the parentheses, we have 15 divided by 3, which equals 5, and then we add 2 to get 7. So, the expression inside the parentheses simplifies to 7. Now, we have 8 - 7^2 left to simplify. To simplify this, we need to perform the exponentiation first. 7^2 means 7 multiplied by itself: 7 * 7 = 49. Finally, we have 8 - 49. Subtracting 49 from 8 gives us -41. Therefore, the simplified value of |3-11| - (15/3 + 2)^2 is -41.
Have a great day and the answer is -41