42+ how to calculate gas constant using slope
Web The slope of the Arrhenius plot can be used to find the activation energy. For example repeated experiments show that at standard temperature and pressure STP.
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Web Im supposed to find R using the slope of the line from a graph showing the relationship between pressure and volume the molar mass of the gas and its density.
. Web Using the appropriate data from the table and the linear graph corresponding to the rate law for the reaction calculate the slope of the plotted line to obtain the rate constant for the. Web This gas constant is frequently referenced as a product that stems from Boltzmanns constant k which relates to both the gas temperature and kinetic energy. Web 1st step All steps Answer only Step 13 given pressure P100 kPa1001000 Pa temperature T293 K volume V247 L2471000 cubicmeter number of mole n1 View the full.
Web We need our answer in kJmol and not Jmol so well say approximately 160 kJmol here. Web To calculate the gas constant use the following fact. Thus the gas constant R can be given as Gas constant R.
The Arrhenius plot can also be used by extrapolating the line back to the y-intercept to. Identify the values of x_1 x1 x_2 x2 y_1 y1 and y_2 y2. So the activation energy is equal to about 160 kJmol which is almost the same value that.
Y -004 x 15 Recall that these types of equations fit the y mx b formula. Web R P V nT The units of R depend on the units you use for P and V. Web Thus the gas constant R can be given as Gas constant R.
Web We can determine the slope by looking at the equation of the line which is. Web The ideal gas constant is the combination of Boyles law Avogadros number Charless law and Gay-Lussacs law. Web We can determine the slope by looking at the equation of the line which is.
We would multiply by T if we wanted to. Web Lets use the slope formula to find the slope of the line that goes through the points 21 21 and 4 7 47. The standard state 100kPa 293K 247L contains I mole of gas Thus if you had 30 cm at 100 kPa you can estimate the.
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