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All work must appear on the exam for any credit!
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(3 pts.) 1. For an inexpensive photometer with an analog meter that displays both absorbance and %T scales, why is it advisable to take the readings in %T and convert to absorbance?
(6 pts.) 2. Sketch a typical line spectrum and a continuum spectrum and describe how they differ.

(4 pts.) 3. Compare a flame photometer and a flame atomic absorption spectrometer as to similarities and differences.
(2 pts.) 4. What material must be used for the cuvet while working in the UV spectral range?
(2 pts.) 5. Give an example of a detector that can be used in the UV-Visible spectral range?
(2 pts.) 6. What is used as the source of radiation in atomic absorption spectroscopy?
(2 pts.) 7. Give an example of a source that can be used in the UV-Visible spectral range?
visible region - tungsten lamp
(8 pts.) 8. State Beer’s Law and define each parameter.
(8 pts.) 9. Describe the advantages and disadvantages of a prism versus diffraction grating monochromator.
(3 pts.) 10. Give one advantage of a diode-array spectrometer over a conventional spectrometer.
(3 pts.) 11. Describe one source of reflection or scattering loss in the use of a cuvet.
(3 pts.) 12. Why do optical instruments use front surface mirrors?
(3 pts.) 13. Describe a cause for deviation in Beer's Law.
Name ________________________
All work must appear on the exam for any credit!
(8 pts.) 14. Compare the resolution obtainable with a 15.2-cm grating of 1180 grooves/mm to another grating of the same size but with 295 grooves/mm when each grating is used in any of the first four orders.
(8 pts.) 15. A Duboscq colorimeter has a 50.0 mm scale for measuring the depth of each solution. The colors for a known and an unknown matched when the known solution was set at 40.0 mm and that for the unknown at 33.0 mm. Calculate how much iron must be in 50.0 mL of unknown solution if the known solution contained 2.00-mg of iron per 100. mL of solution.
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Beer's law states that A = abc. The operation of the Duboscq colorimeter assumes that the value of A is the same on both sides of the instrument. Since the same analyte is being investigated on both sides of the instrument, we will assume that a is constant. That menas that b1c1 = b2c2 where b1 = 40.0 mm and c1 = 2.00 mg Fe/100mL and b2 = 33.0 mm and c2 = ? c2 = (b1c1)/b2 = (2..00*40.0)/33.0 mg/100mL = 2.42 mg/100mL #mg Fe = (2.42 mg/100mL)(50.0mL) = 1.21 mg |
(6 pts.) 16. For Na+ ions, what is the ratio of the number of particles in the 3p excited state to the number in the ground state at 2500oC.
Pj/Po = 3 |
1 erg = 6.24e11ev |
Ej = 2.50 ev |
k = 1.38e-23 J/K |
exp(-(Ej/kT) = 2.84e-5
Nj/No = Pj/Poexp(-(Ej/kT) = 3*2.84e-5 = 8.52e-5
(8 pts.) 17. For a grating, how many lines per millimeter would be required in order for the third-order diffraction line for wavelength of 567 nm to be observed at a reflection angle of 27 deg when the angle of incidence is 61 deg?
3*567x10-9m = (d) (sin(27 degrees) + sin(61 degrees))
d = (3*567x10-9m)/(sin(27 degrees) + sin(61 degrees)
d = (3*567x10-9m)/(0.454 + 0.875)
d = (3*567x10-9m)/(1.33) = 1.28-6m
d = 1.28x10-3mm
1/d = 7.81x105 lines/mm
(10 pts.) 18. The molar absorptivity of a particular solute is 3.6 x 103. Calculate the percent transmittance (%T) through a cuvet with a 4.00-cm light path for a 1.23 x 10-4M solution.
%T = 10^(-T)x100 = 1.69E-02 x100 = 1.69%
(6 pts.) 19. Calculate the wavelength and the energy in joules associated with a proton NMR signal at 60 Mhz.
E = (6.626x10-34J*s/photon)(60x106 /s)(6.02x1023photons/mol) = 2.39x10-2J/mol
(2 pts.) 20. Convert the transmittance of 0.261 to absorbance.
(2 pts.) 21. Express the absorbance, 0.645, in terms of transmittance?
I, ________________________________, did not receive nor did I give aid on the preceding questions. Nor did I see others give or receive help on the preceding questions. I understand that I may use my notes, text, and other materials to work these problems.
Date ______________