Explain how norm-referenced grading can be used to evaluate advanced levels of learning

What will be an ideal response?


Norm-referenced grading can be used to evaluate advanced levels of learning when a two-phase instructional approach is used. In the first phase, use a criterion-
referenced approach to be sure that all students have mastered a basic level of competency (for example, 80 percent correct on an exam). The second phase involves advanced instruction, where each student learns as much advanced content as possible. Because there are no external criteria for evaluation, and students' performances will reflect individual differences in motivation and interest, a norm- referenced approach to grading can be used.

Education

You might also like to view...

Which of the following represents a recent shift in thinking about the high school mathematics curriculum?

a. Courses should be integrated. b. Courses such as algebra and geometry should be taught separately. c. A more rigid sequence of courses should be required. d. Courses should emphasize thinking and problem solving. e. Mathematical Practices should be studied prior to specific content.

Education

The new science of learning is a theory of learning based on:

a. how children actively discover and make sense of their environments. b. imitation of more experienced adults and older children. c. key concepts that contribute to the continuation and evolution of the species. d. the mechanisms infants use to learn, as shown in laboratory experiments.

Education

The last part of the learning cycle social studies lesson is the expansion. In this phase of the lesson, students:

A. use the newly learned ideas in situations that are different from the one in which it was learned. B. do a "fun" food or art activity that is somewhat related to the lesson's topic but mainly allows student to relax. C. take a test on the new concept to help the teacher be sure they have learned it. D. do follow-up homework that involves them in individually reviewing the concept.

Education

Linear regression means that for an increase in the x variable, there will be a constant change to y.

Answer the following statement true (T) or false (F)

Education