PHAR 4634 Pharmaceutics III
Homework Assignment #1
Policy on use of calculators and computers
Calculators (and computers) have become increasingly powerful and more affordable. Consequently many students have access to considerable, portable calculator potential. As you realize, this course will involve many calculations for homework assignments, lab reports, and during exams. In an attempt to make this fair for all concerned I would like to place a few limitations on your use of calculators and computers in these three situations.
a) Laboratory reports. You may use any calculator/computer available to you to produce a good quality report. Although you may work in groups at times, I expect that you will hand in laboratory reports which reflect you own work. For the computer simulation exercises you may work in groups, producing a single copy of the graphs and photocopy enough for each member of the group. Each member of the group should then write their own notes and explanations on the graphs.
b) Homework assignments. Again you may use any calculator/computer available to you to complete the assignment (except graphs). Do not use computer graphing programs to draw your graphs. You should use the homework assignments as a chance to practice using semilog (in particular) graph paper.
View laboratory reports and homework as practice for the exams. Make every effort to understand what you turn in.
c) Exams. In exam situations I expect you to use nonprogrammable calculators. You should choose a calculator which will give ln, log, exp type functions. It may have built in linear regression but I don't want you to use a calculator computer preprogrammed for pharmacokinetic calculations. Also, a number of calculators allow storage of relatively large amounts of text. Since these can be used as electronic crib notes I cannot allow them in the exams. If you routinely use a sophisticated calculator you may need to purchase a less expensive version for the exams.
1. Given the following information for a drug which follows linear one compartment pharmacokinetics, calculate Cp at 0.5, 1, 2, 4, 6, 12 hours after a 200 mg i.v. bolus dose. Use kel = 0.12 hr^{1} ; V = 145 L. Present the data in a table form (with all applicable units) and plot the data on linear and semilog graph paper. Label the graph and axes appropriately.
2. Given the data in Table 1 collected after a 500 mg i.v. bolus dose, calculate kel, Cp_{0}, V, t_{1/2}, and AUC (using the trapezoidal rule). Verify that the drug follows linear one compartment pharmacokinetics!
Time (hr) 
Concentration (mg/L) 








3. Given that a drug follows linear one compartment pharmacokinetics, with kel = 0.21 hr^{1} and V = 230 L, calculate a suitable i.v. bolus dose to maintain plasma concentrations of the drug above 0.5 mg/L for 6 hours. What is the initial plasma concentration?