Answer:
Therefore, the pressure inside the flask is lower than the pressure outside of the flask. This pressure differential results in the balloon getting pushed into the flask.
According to Charles’ Law, as the air inside the balloon and flask cools, its volume should decrease until the air
pressure inside the flask is equal to the air pressure outside the flask. But
the balloon did not return to its original position. Instead it got
pushed/pulled into the flask!
(≧∇≦)/
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Answers & Comments
Answer:
Therefore, the pressure inside the flask is lower than the pressure outside of the flask. This pressure differential results in the balloon getting pushed into the flask.
According to Charles’ Law, as the air inside the balloon and flask cools, its volume should decrease until the air
pressure inside the flask is equal to the air pressure outside the flask. But
the balloon did not return to its original position. Instead it got
pushed/pulled into the flask!
Pa Brainliest po Thank You~~
(≧∇≦)/