A gas sample with a volume of 525 mL and temperature of -25.0 °C is heated to 175.5 °C.
What is the new volume of the gas if pressure and number of moles are held constant?
V1=525 mLT1=−25.0 °C=248 KT2=175.5 °C=448.5 KP=constantV1T1=V2T2V2=V1×T2T1=525×448.5248=949.44 mLV_1 = 525 \;mL \\ T_1= -25.0 \;°C = 248 \;K \\ T_2 = 175.5 \;°C = 448.5 \;K \\ P= constant \\ \frac{V_1}{T_1} = \frac{V_2}{T_2} \\ V_2 = \frac{V_1 \times T_2}{T_1} \\ = \frac{525 \times 448.5}{248} = 949.44 \;mLV1=525mLT1=−25.0°C=248KT2=175.5°C=448.5KP=constantT1V1=T2V2V2=T1V1×T2=248525×448.5=949.44mL
Answer: 949.44 mL
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