Question

If you treat a conjugated linear pi system as a particle-in-a-box, this quantity equals: “a dimensionless pre-factor, times the length of the pi system squared, divided by the electron Compton wavelength.” For 10 points each:
[10h] Name this molecular property that, empirically, starts at 214 or 253 of its standard units, and then increases by 30 with each additional double bond.
ANSWER: lambda-max [or wavelength of maximum absorption; or wavelength of maximum absorbance; accept any descriptive answers that include the words wavelength AND maximum AND absorbance or absorption; prompt on any descriptive answers that include 1–2 of the words wavelength, maximum, absorbance, absorption; prompt on color by asking “what specific quantity?”] (215 and 260 are the starting values when applying the Woodward-Fieser rules.)
[10m] For large pi systems, the pre-factor is this integer divided by the number of pi electrons. This number appears in the denominator of a particle-in-a-box’s energy levels when they are written in terms of h.
ANSWER: 8 [or eight]
[10e] For an isolated hydrogen-like atom, lambda-max can instead be calculated using this formula derived from the Bohr atomic model. It predicts the Balmer and Lyman series.
ANSWER: Rydberg formula [or Rydberg equation]

Back to bonuses

Data

TeamOpponentPart 1Part 2Part 3Total
Brown AYale A10101030
Claremont APenn State A0101020
Cornell AWUSTL A1001020
Georgia Tech AChicago A10101030
Georgia Tech BMcGill A001010
Indiana AColumbia A001010
Iowa State AYale B0101020
Johns Hopkins AHouston A0101020
MIT AHarvard A001010
Maryland AChicago B001010
Minnesota ANorth Carolina A001010
NYU AFlorida B010010
Northwestern AChicago C001010
Ohio State AFlorida A1001020
Purdue AImperial A10101030
Rutgers AIllinois A001010
Rutgers BMinnesota B001010
Stanford ADuke A001010
Texas ACornell B10101030
UC Berkeley AToronto A0101020
UC Berkeley BColumbia B10101030
Vanderbilt AMichigan A001010
Virginia APenn A0000
WUSTL BSouth Carolina A0101020