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253.535.7252 www.plu.edu/msma/ business@plu.edu Mark Mulder, Ph.D., Dean Juanita Reed, M.Ed., Associate Dean AdmissionThe PLU M.S.M.A. program is competitive. Admission decisions are based on a holistic assessment of the individual merits of each applicant including quantitative ability, potential contribution to the classroom experience and qualities of good character. For questions regarding admission to the M.S.M.A. program, contact the M.S.M.A. director at 253.535.7252. To apply submit the

using the agar disk diffusion method. Antimicrobial activity was demonstrated against level 2 Staphylococcus aureus and seen in roots and stems of all species except R. aureum. The methanol extracts were further partitioned by solubility in three solvents (water, ethyl ether and methylene chloride) to test antimicrobial activity on S. aureus. The methanol- and water-soluble extracts of R. bracteosum and R. sanguineum exhibit the highest degree of antimicrobial activity, thus chromatographic studies

that takes place outside of the standard lecture periods of each class. Studio art classes conform to University standards requiring at least 45 hours per semester of student learning per credit. Clinical, Practicum, and Field Work ExperiencesThese experiential learning activities are defined as part of the program that allows for observation, participation, studies of individual pupils or clients, individual work, and practica both on and off campus. These experiences may be assigned a range of

Sociology Club president, student government senator, Residence Hall Council president, juvenile rehabilitation intern, strategic planning intern and AVID (Advancement Via Individual Determination) tutor. She now studies at Gonzaga School of Law and wants to be an advocate for those who cannot advocate for themselves.

Scholarship Award, Rachid was a highly accomplished mathematician interested in the fields of delay differential equations, mathematical biology, dynamical systems, and bifurcation theory. Citing his textbook about differential equations (in French) and his vast number of published papers in well-respected journals, his colleagues in mathematics describe him as one of the most active scholars in the department. He earned a doctoral degree, diploma of in-depth studies, and a master’s degree in mathematics