Question

Apply zero power ruke of integer to solve -4squre root 0 . 15

Answer 1

The zero power rule states that any non-zero number raised to the power of zero equals one. However, in the expression you provided, \(-4 \sqrt{0.15}\), there doesn't seem to be an exponent involved.

To clarify, if your intention is to simplify \(-4 \sqrt{0.15}\), we can proceed with that. Here’s how to calculate it step by step:

1. Calculate the square root of \(0.15\):
\[
\sqrt{0.15} \approx 0.3873
\]

2. Now, multiply by \(-4\):
\[
-4 \times 0.3873 \approx -1.5492
\]

So, \(-4 \sqrt{0.15} \approx -1.5492\).

If you meant something different regarding the use of the zero power rule or had a specific equation involving exponents, please provide more details!