Problem solving plays an important role in mathematics and should have a prominent role in the mathematics education. The term "problem solving" refers to mathematics tasks that have the potential to provide intellectual challenges for enhancing students' mathematical understanding and development. In addition, the contextual problem…

Describes procedure to measure a new course's ability to meet standards in three areas: student acceptance, student gains, and student comprehension. It has been used over three years to test the acceptability of 31 courses which contain more than 200 videotape presentations, and thousands of pages of print materials. (Author/JEG)

Describes the Philadelphia Public Schools' formative testing program, used to diagnose students' difficulties under mastery learning, especially in mathematics. Discusses in turn the classroom, school, and district aspects of the program and summarizes the program's essential features. A full-page chart outlining aids and hindrances to formative…

Addresses the four questions raised by Yelon about use of pretests with instruction--should I pretest; on what should I pretest; how should I pretest; how should I adjust to results--and answers them from the perspective of instructional designers conducting formative evaluations to improve quality of instruction under development. (MBR)

Examines two common errors in evaluation and ways to circumvent them. The first error is faulty pretesting or diagnostic evaluation. The second is failure to monitor student progress and plan instruction in relation to the specified learning goals. (SJL)

Discusses the advantages of using a pretest in introductory agronomy courses. Provides a pretest that has been developed for use in an introductory crops course taught at Southern Illinois University. Includes 25 definitions, 17 true-false and multiple choice questions, and 6 short answer questions. (TW)