15. You're a tactical officer on a space ship. The ship's computers detect an unidentified space vessel in the shape of a cube, and you need to get an idea of the size/mass of the cube so you can assess the risk. Sensors indicate each side of the cube is \( s=843000000 \) in. Given the formula \( V=s^{3} \), find the volume of the cube whose side is \( s=843000000 \) in. \( V= \) \( \qquad \) \( \sqrt{x} \) in \( ^{3} \)
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\[ s = 843000000 \text{ in} \] Show more…
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