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A 6.00-liter aluminum cylinder at 5.00°C is filled to the brim with gasoline at the same temperature. If the aluminum an

Posted: Wed Jun 08, 2022 7:29 pm
by answerhappygod
A 6 00 Liter Aluminum Cylinder At 5 00 C Is Filled To The Brim With Gasoline At The Same Temperature If The Aluminum An 1
A 6 00 Liter Aluminum Cylinder At 5 00 C Is Filled To The Brim With Gasoline At The Same Temperature If The Aluminum An 1 (20.76 KiB) Viewed 31 times
A 6 00 Liter Aluminum Cylinder At 5 00 C Is Filled To The Brim With Gasoline At The Same Temperature If The Aluminum An 2
A 6 00 Liter Aluminum Cylinder At 5 00 C Is Filled To The Brim With Gasoline At The Same Temperature If The Aluminum An 2 (26.32 KiB) Viewed 31 times
A 6 00 Liter Aluminum Cylinder At 5 00 C Is Filled To The Brim With Gasoline At The Same Temperature If The Aluminum An 3
A 6 00 Liter Aluminum Cylinder At 5 00 C Is Filled To The Brim With Gasoline At The Same Temperature If The Aluminum An 3 (26.32 KiB) Viewed 31 times
A 6.00-liter aluminum cylinder at 5.00°C is filled to the brim with gasoline at the same temperature. If the aluminum and gasoline are warmed to 52.0°C, how much gasoline spills out? Hint: Be sure to account for the expansion of the container. Also, ignore the possibility of evaporation, and assume the volume coefficients are good to three digits. (The coefficient of linear expansion for aluminum and the coefficient of volume expansion for gasoline are given in this table.) cm³

Use the worked example above to help you solve this problem. (a) Estimate the fractional change in the volume of Earth's oceans due to an average temperature change of 3°C. Note that water = 2.07 x 10-4(°C) ¹ AV Vo -6.210-4 (b) Use the fact that the average depth of the ocean is 4.00 x 10³ m to estimate the change in depth. 0.828 m EXERCISE HINTS: GETTING STARTED I'M STUCK! A 6.00-liter aluminum cylinder at 5.00°C is filled to the brim with gasoline at the same temperature. If the aluminum and gasoline are warmed to 52.0°C, how much gasoline spills out? Hint: Be sure to account for the expansion of the container. Also, Ignore the possibility of evaporation, and assume the volume coefficients are good to three digits. (The coefficient of linear expansion for aluminum and the coefficient of volume expansion for gasoline are given in this table.) cm³