Question

Data Set 3 corresponds to an Ideal gas of (n = 1 mole) which obeys the following equation. PV = nRT Where P is the pressure measured in Pa, V is the volume measured in m³, n is the number of moles of gas, R is the Gas constant = 8.314J/mol°K, and T is the Gas temperature in Kelvin assumed constant. Data Set 3 Pressure Pa | Volume m³ 101000 | 0.0249 111000 | 0.0228 121000 | 0.0213 131000 | 0.0197 141000 | 0.0179 151000 | 0.0169 161000 | 0.0155 171000 | 0.0146 181000 | 0.0139 191000 | 0.0132 • Plot P vs. V and comment on the type of relationship between these quantities. • Plot P vs. V?¹ and determine the slope of the best fit line. Use this slope to infer the temperature T of the ideal gas. • Estimate the uncertainty in your best fit line and use this to infer the uncertainty in the temperature T.

          Data Set 3 corresponds to an Ideal gas of (n = 1 mole)
which obeys the following equation.

PV = nRT

Where P is the pressure measured in Pa, V is the volume measured in m³,
n is the number of moles of gas, R is the Gas constant = 8.314J/mol°K,
and T is the Gas temperature in Kelvin assumed constant.

Data Set 3
Pressure Pa | Volume m³
101000 | 0.0249
111000 | 0.0228
121000 | 0.0213
131000 | 0.0197
141000 | 0.0179
151000 | 0.0169
161000 | 0.0155
171000 | 0.0146
181000 | 0.0139
191000 | 0.0132

• Plot P vs. V and comment on the type of relationship between these quantities.

• Plot P vs. V?¹ and determine the slope of the best fit line. Use this slope to infer the temperature T of the ideal gas.

• Estimate the uncertainty in your best fit line and use this to infer the uncertainty in the temperature T.

Data Set 3 corresponds to an Ideal gas of (n = 1 mole)
which obeys the following equation.

PV = nRT

Where P is the pressure measured in Pa, V is the volume measured in m³,
n is the number of moles of gas, R is the Gas constant = 8.314J/mol°K,
and T is the Gas temperature in Kelvin assumed constant.

Data Set 3
Pressure Pa | Volume m³
101000 | 0.0249
111000 | 0.0228
121000 | 0.0213
131000 | 0.0197
141000 | 0.0179
151000 | 0.0169
161000 | 0.0155
171000 | 0.0146
181000 | 0.0139
191000 | 0.0132

• Plot P vs. V and comment on the type of relationship between these quantities.

• Plot P vs. V?¹ and determine the slope of the best fit line. Use this slope to infer the temperature T of the ideal gas.

• Estimate the uncertainty in your best fit line and use this to infer the uncertainty in the temperature T.

Added by Brittany S.

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