Respuesta :
114. 9 K or approximately 115 K is the final temperature of the gas.
Explanation:
Charles' Law is also termed as the Temperature-Volume Law which states that at the constant pressure, the volume of a gas is directly proportional to the temperature in Kelvin. As the volume raises, the temperature also goes up, and vice versa.
[tex]\begin{aligned}&\begin{array}{|l}\frac{V 1}{T 1}=\frac{V 2}{T 2} \\T 2=\frac{T 1 \times V 2}{V 1}\end{array}\\&T 2=\frac{298 \times 135}{350}\\&=114.9 K\end{aligned}[/tex]
The decrease in the volume of gas at constant pressure results in the final temperature of the gas is 115.05 K.
The Charles law states that with the gas constant pressure there has been a proportional relationship between the volume and temperature.
At constant pressure, the relationship between the temperature and volume can be given by:
[tex]\rm \dfrac{Initial\;volume}{\Initial\;Temperature}\;=\;\dfrac{Final\;Volume}{Final\;Temperature}[/tex]
For the given gas, the final temperature can be calculated as:
[tex]\rm \dfrac{350\;ml}{298.15\;K}\;=\;\dfrac{135\;ml}{Final\;temperature}[/tex]
1.173 = [tex]\rm \dfrac{135\;ml}{Final\;temperature}[/tex]
Final temperature = [tex]\rm \dfrac{135\;ml}{1.173\;K}[/tex]
Final temperature = 115.05 K.
The reduction in the volume of gas at constant pressure results in the final temperature of the gas is 115.05 K.
For more information about the volume of gas at constant pressure, refer to the link:
https://brainly.com/question/24691513
