Solution.
"p_1=250mmHg;"
"t_1=0^oC;"
"p_2=290mmHg;"
"t_2=100^oC;"
"V=const;"
"p=262mmHg;"
"t-?;"
Find the change in pressure when the temperature changes by 1oC:
"\\dfrac{\\Delta p}{\\Delta t}=\\dfrac{p_2-p_1}{t_2-t_1};"
"\\dfrac{\\Delta p}{\\Delta t}=\\dfrac{290mmHg-250mmHg}{100^oC-0^oC}=0.4\\dfrac{mmHg}{^oC};"
"\\dfrac{\\Delta p}{\\Delta t}=\\dfrac{p-p_1}{t-t_1};\\implies t-t_1=\\dfrac{p-p_1}{\\dfrac{\\Delta p}{\\Delta t}};"
"t-t_1=\\dfrac{262mmHg-250mmHg}{0.4\\dfrac{mmHg}{^oC}}=30^oC;"
"t=30^oC+0^oC=30^oC;"
Answer: "t=30^oC;"
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