\( \left. \begin{array} { l }{ 335.3 m \div 0.68 s = \square \frac { m } { s } } \\ { 93.4 cm \times 51 . cm = \square cm ^ { 2 } } \\ { 0.934 \frac { g } { mL } \times 1.925 mL = \square g } \end{array} \right. \)

When you divide 335.3 meters by 0.68 seconds, you get a speed of approximately 492.79 m/s. This value gives you an idea of how fast something is moving, and it's a great example of calculating speed, which is fundamental in physics and various real-world applications such as vehicle speed calculations or even athletes' performance metrics! For the area calculation, multiplying 93.4 cm by 51 cm yields 4763.4 cm². This value is crucial in real estate or interior design projects where you need to know the area of a room to plan furniture layout or determine flooring requirements. Understanding how to measure and calculate area can help you make informed decisions about space usage!