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Biomedical subjects

D P Rouse

Publications and source records attributed to D P Rouse.

2 recordsLinked to original sources

Creating an interactive multimedia computer-assisted instruction program.

An interactive multimedia computer-assisted instruction on congenital heart disease was developed to increase nursing students' understanding of congenital heart disease. Computer-assisted instruction, with its ability to incorporate sound, visuals, and interactivity, provides a multimedia and interactive learning environment that enhances the teaching and learning process. Computer-assisted instruction is a cost- and time-effective teaching and learning strategy that can be tailored to the subject and student population. This article presents information regarding the process of developing an interactive multimedia computer-assisted instruction program on congenital heart disease.

Computer-Assisted Instruction↗

The effectiveness of computer-assisted instruction in teaching nursing students about congenital heart disease.

This study compared the effectiveness of three instructional intervention strategies for teaching nursing students about congenital heart disease (CHD). They are: (1) computer-assisted instruction (CAI), (2) traditional class room lecture (TCL); and (3) the combination of CAI and TCL. The subjects were associate degree nursing (ADN) students enrolled in a pediatric nursing course at the University of Cincinnati Raymond Walters College. Differences between pre- and post-scores on a 20-item multiple choice test were analyzed by analysis of variance. There was a significant improvement in scores for all groups but no significant difference in improvement in scores between the CAI group and the TCL group. The CAI/TCL group showed significant improvement in scores compared with the other two groups. The researcher concluded that when teaching strategies are comparable, CAI is as effective as TCL. Used together, a significant improvement is seen in student performance than when either strategy is used alone.

Analysis of Variance↗