A $10, 000 \cdot L$ $10,000L$ volume of gas enclosed in a balloon at $298 \cdot K$ $298K$ is heated to $338 \cdot K$ $338*K$ at constant pressure. What is the new volume?

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A $10, 000 \cdot L$ $10,000L$ volume of gas enclosed in a balloon at $298 \cdot K$ $298K$ is heated to $338 \cdot K$ $338*K$ at constant pressure. What is the new volume?

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Answer 1 · 2017-05-11T16:51:32

The volume should increase, and the balloon should expand........

Explanation:

Old Charles' Law holds that $V \propto T$ $VpropT$ at constant pressure, and thus $V = k T$ $V=kT$ . Solving for $k$ $k$ , $\frac{V_{1}}{T_{1}} = \frac{V_{2}}{T_{2}}$ $V_1/T_1=V_2/T_2$ ......

and thus $V_{2} = \frac{V_{1}}{T_{1}} \times T_{2}$ $V_2=V_1/T_1xxT_2$ , temperature is specified to be on the $absolute scale........$ $"Absolute scale........"$ ;

So $V_{2} = \frac{10, 000 \cdot L}{298 \cdot K} \times 338 \cdot K ≅ 11 \cdot m^{3}$ $V_2=(10,000*L)/(298*K)xx338*K~=11*m^3$

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A $10, 000 \cdot L$ $10,000L$ volume of gas enclosed in a balloon at $298 \cdot K$ $298K$ is heated to $338 \cdot K$ $338*K$ at constant pressure. What is the new volume?

1 Answer

Explanation:

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Science

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Humanities

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A 10,000⋅L10,000*L volume of gas enclosed in a balloon at 298⋅K298*K is heated to 338⋅K338*K at constant pressure. What is the new volume?

1 Answer

Explanation:

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Impact of this question

A $10, 000 \cdot L$ $10,000L$ volume of gas enclosed in a balloon at $298 \cdot K$ $298K$ is heated to $338 \cdot K$ $338*K$ at constant pressure. What is the new volume?