Questions: 8857/-2 w^-212 ^12.15

8857/-2 w^-212 ^12.15
Transcript text: $\left.\frac{8857}{-2} w^{-2}\right|_{12} ^{12.15}$
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Solution

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Solution Steps

To solve the given expression, we need to evaluate the expression \(\frac{8857}{-2} w^{-2}\) at the bounds \(w = 12\) and \(w = 12.15\). This involves substituting these values into the expression and calculating the result for each.

Step 1: Evaluate the Expression at \( w = 12 \)

We substitute \( w = 12 \) into the expression \( \frac{8857}{-2} w^{-2} \): \[ \text{result}_{12} = \frac{8857}{-2} (12)^{-2} = -30.7535 \]

Step 2: Evaluate the Expression at \( w = 12.15 \)

Next, we substitute \( w = 12.15 \) into the same expression: \[ \text{result}_{12.15} = \frac{8857}{-2} (12.15)^{-2} = -29.9988 \]

Final Answer

The results of the evaluations are: \[ \text{result}_{12} = -30.7535, \quad \text{result}_{12.15} = -29.9988 \] Thus, the final answers are: \[ \boxed{\text{result}_{12} = -30.7535} \] \[ \boxed{\text{result}_{12.15} = -29.9988} \]

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