The problem asks us to evaluate the expression $\sqrt{8.357} \times 0.895^2$.

1. Problem Description

The problem asks us to evaluate the expression $\sqrt{8.357} \times 0.895^2$.

2. Solution Steps

Let $x = \sqrt{8.357} \times 0.895^2$. We want to calculate the value of $x$.

First, we calculate the square root of $8.357$:

$\sqrt{8.357} \approx 2.89084766$

Next, we calculate $0.895^2$:

$0.895^2 = 0.895 \times 0.895 = 0.801025$

Finally, we multiply these two results:

$x = 2.89084766 \times 0.801025 \approx 2.31562022$

3. Final Answer

$x \approx 2.31562022$

Rounding to four decimal places gives $2.3156$.

Therefore, $\sqrt{8.357} \times 0.895^2 \approx 2.3156$