(Solved): 4. If the mass of the delivered water from a burette is \( 4.997 \mathrm{~g} \), and the temperatur ...

4. If the mass of the delivered water from a burette is \( 4.997 \mathrm{~g} \), and the temperature of the water is 25 degree C. The specific volume of water at different temperatures is shown in the table below. What is the true volume of the delivered water? Show work for full points. Table of Specific Volume (Volume of \( 1 \mathrm{~g} \) in \( \mathrm{mL} \) ) and Density of Water \begin{tabular}{|ccc} Temperature \( \left({ }^{\circ} \mathrm{C}\right) \) & \( \frac{\text { Specific Volume }}{(\mathrm{mL} / \mathrm{g})} \) & \( \frac{\text { Density }}{(\mathrm{g} / \mathrm{mL})} \) \\ & & \\ 10 & \( 1.0014 \) & \( 0.9997026 \) \\ 11 & \( 1.0015 \) & \( 0.9996084 \) \\ 12 & \( 1.0016 \) & \( 0.9995004 \) \\ 13 & \( 1.0017 \) & \( 0.9993801 \) \\ 14 & \( 1.0018 \) & \( 0.9992474 \) \\ 15 & \( 1.0020 \) & \( 0.9991026 \) \\ 16 & \( 1.0021 \) & \( 0.9989460 \) \\ 17 & \( 1.0023 \) & \( 0.9987779 \) \\ 18 & \( 1.0025 \) & \( 0.9985986 \) \\ 19 & \( 1.0027 \) & \( 0.9984082 \) \\ 20 & \( 1.0029 \) & \( 0.9982071 \) \\ 21 & \( 1.0031 \) & \( 0.9979955 \) \\ 22 & \( 1.0033 \) & \( 0.9977735 \) \\ 23 & \( 1.0035 \) & \( 0.9975415 \) \\ 24 & \( 1.0038 \) & \( 0.9972995 \) \\ 25 & \( 1.0040 \) & \( 0.9970479 \) \\ 26 & \( 1.0043 \) & \( 0.9967867 \) \\ 27 & \( 1.0046 \) & \( 0.9965162 \) \\ 28 & \( 1.0048 \) & \( 0.9962365 \) \\ 29 & \( 1.0051 \) & \( 0.9959478 \) \\ 30 & \( 1.0054 \) & \( 0.9956502 \) \end{tabular}