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How hot will a 2.3 L balloon get to expand to a volume of 400 L with the initial temperature of 24 degrees?
Gabby4510
How hot will a 2.3 L balloon have to get to expand to a volume of 400 L Assume that the initial temperature of the balloon is 25 C?
How hot will a 2.3 L balloon have to get to expand to a volume of 400 L Assume that the initial temperature of the balloon is 25 C?
Wiki User
∙ 14y ago
Pima Riben
Wiki User
∙ 9y agoV1 = 2.3 L, T1 = 24 deg C = 297.15 K
V2 = 400 L
So T2 = V2*T1/V1 = 51678.26 K = 51405.11 deg C
Rounded to the nearest whole number, that is 51405 deg C.
The temperature, in Kelvin, is around ten times that of the surface of the sun and I am not convinced that a balloon will survive that!
Camila Schepis
How hot will a 2.3 L balloon have to get to expand to a volume of 400 L? Assume that the initial temperature of the balloon is 25 degrees * C .
Webster Gutkowski
Wiki User
∙ 12y agoProviding the pressure remains constant.
Using the Ideal Gas Law
T=4447 Kelvin
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svfdvf
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How does temperature affect the size of a balloon?
When the temperature is colder the particles in the balloon travel slower, making the balloon not able to increase in size it decreases.When the temperature is hot it allows the balloon to expand because the particles in the balloon are moving rapidly. in conclusion the the cold makes the balloon decrease in size and the heat allows it to expand.
What will happen to a tied balloon that has dry ice inside it when it is placed in room temperature water?
The balloon should expand because the frozen carbon dioxide (dry ice) will sublime into carbon dioxide gas when placed into the room temperature water. The gas will expand, causing the balloon to expand.
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If you assume pressure stays the same (so volume is not limited in any way), you can use the ideal gas law, pV = nRT. I assume an initial condition of ~20C temperature (293K). Also, I assume the temperature you're giving is in degrees F. 35000F = 19427C. If the above assumptions are correct, air will expand 19427 / 293 = 66.3 times its' initial volume.
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