Final answer:
To find the specific heat at constant volume of a six-cylinder 3.0-liter engine, reference materials or experimental data are required. The question provided is more about the thermal expansion of fluids in a car radiator, where volume expansion can be calculated with a simple formula based on initial volume, coefficient of expansion, and temperature change.
Step-by-step explanation:
To determine the specific heat at constant volume for a six-cylinder 3.0-liter internal combustion engine, you would need to know the type of substance (in this case, the gas mixture in the engine) and then either look up the specific heat in a reference or perform an experiment to measure it. However, the problem of calculating the volume of the overflow from the radiator at a higher temperature doesn't directly pertain to the specific heat at constant volume but rather is related to the thermal expansion of the fluid.
Using the provided information about a radiator having a 16.0-L capacity at 10.0 °C, and the volume's coefficient of expansion ß = 400 × 10-6/°C, we can apply the formula for volume expansion: ΔV = V₀ × ß × ΔT, where V₀ is the initial volume, ß is the volume coefficient of expansion, and ΔT is the change in temperature. With an initial temperature of 10.0 °C and a final temperature of 95.0 °C, the change in temperature is 85.0 °C. Therefore, the overflow volume would be 16.0 L × (400 × 10-6/°C) × 85.0 °C, which can then be calculated to find the answer.