Maxwell Boltzmann Distribution Pogil Answer Key Extension Questions [upd] Today

: How would the Maxwell-Boltzmann distribution change if intermolecular forces were included?

Using these assumptions, Maxwell and Boltzmann derived the following equation for the distribution of speeds: : How would the Maxwell-Boltzmann distribution change if

The total area under any Maxwell-Boltzmann distribution curve is equal to 1 (or 100%) . Average Speed ( Vavgcap V sub a v

Advanced versions of the POGIL ask you to identify three specific points on the curve: The very top of the peak. Average Speed ( Vavgcap V sub a v g end-sub ): Slightly to the right of the peak. Root Mean Square Speed ( Vrmscap V sub r m s end-sub ): The furthest to the right. Quick Summary for Your Review: Higher Temp: Curve

Because the distribution is asymmetrical (it has a long "tail" to the right), the high-velocity outliers pull the mathematical average and the RMS speed higher than the most frequent speed. Quick Summary for Your Review: Higher Temp: Curve goes Down and Right . Higher Mass: Curve goes Up and Left . Area: Always stays constant (represents 100% of particles).

Why does the peak of the curve shift to the right (higher speed) and become lower as temperature increases?