Evaluate.

1-|200+||-2|(-5)^3||

I get 49 as an answer

1-|200+||-2|(-5)^3||

1-|200+||-2|-125||
= 1-|200+||-2(125)|
= 1-|200+||-250|
= 1 - |200 + 250|
= 1 - 450
= -449

I think your |'s are confusing

Thank you! I'm sorry for my confusing |'s hopefully this is better:

|2|-11|-|(-3)^3|-8|

I get 13?

To evaluate the given expression, let's break it down step by step:

1. First, evaluate the term inside the innermost absolute value brackets: |-2|. The absolute value of -2 is 2.

2. Next, solve the exponent term: (-5)^3. Raising -5 to the power of 3 results in -125.

3. Now, substitute the values back into the expression: 1 - |200 + 2*(-125)|.

4. Multiply the coefficient of -125 by 2: 1 - |200 - 250|.

5. Subtract 250 from 200: 1 - |-50|.

6. Evaluate the absolute value of -50, giving us 50: 1 - 50.

7. Finally, subtract 50 from 1: -49.

Therefore, the correct answer to the given expression is -49, not 49.