Final answer:
To find the value of the given expression when s = -3, we compute the absolute value of (15-2), which is 13. Then, we calculate 2 times (-3) cubed, which is -54. Finally, we multiply -3 by the absolute value result and add it to -54 to get -93.
Step-by-step explanation:
To find the value of Negative 3 Start Absolute Value 15 minus 2 End Absolute Value + 2 s cubed when s = negative 3, we need to evaluate the absolute value and the cube separately and then apply the operations as indicated.
Let's start with the absolute value operation:
- Absolute Value of (15 - 2) = Absolute Value of 13 = 13
Next, we substitute s = -3 into the term 2s cubed:
- 2 * (-3)3 = 2 * (-27) = -54
We then multiply the result of the absolute value by -3 and add it to -54:
- -3 * 13 = -39
- -39 + (-54) = -39 - 54 = -93
Therefore, the final answer is -93.