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91Ó°ÊÓ

To help assess student learning in her developmental math courses, a mathematics professor at a community college implemented pre- and posttests for her students. A knowledge-gained score was obtained by taking the difference of the two test scores. (a) What type of experimental design is this? (b) What is the response variable in this experiment? (c) What is the treatment?

Short Answer

Expert verified
(a) Within-subjects design. (b) Knowledge-gained score. (c) Developmental math course.

Step by step solution

01

Identify the experimental design

The professor is measuring the difference in test scores (pre-test and post-test) for each student. Each student acts as their own control, as the comparison is within the same individuals.
02

Determine the response variable

The response variable is what the professor is measuring to assess the effect of the treatment. Here, the professor measures the 'knowledge-gained score,' which is the difference in test scores between the pre- and post-test for each student.
03

Identify the treatment

The treatment refers to what the professor is testing to see if it has an effect. In this case, the treatment is the developmental math course taken by the students during the period between the pre-test and the post-test.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

pre-test and post-test
In the context of education research, **pre-test and post-test** measurements play a crucial role. These tests are designed to measure students' knowledge before and after a specific educational intervention.
The pre-test is administered before the treatment or intervention begins. For example, a professor might give students a math test at the start of a course. This helps establish a baseline of the students' knowledge.
The post-test, on the other hand, occurs after the intervention. This could be the same or a similar test given to students at the end of the course.
By comparing the scores from both tests, educators can determine how much students have learned, which is often called the knowledge-gained score.
In experimental design, using pre-test and post-test can help account for individual differences and control for variables that might affect the outcome.
knowledge-gained score
The **knowledge-gained score** is a measure of how much a student has learned over a period of time, typically between a pre-test and a post-test.
This score is calculated by subtracting the pre-test score from the post-test score. If a student scores 60 on the pre-test and 80 on the post-test, the knowledge-gained score would be 80 - 60 = 20.
This score is essential because it quantifies the effectiveness of an educational program or intervention. High knowledge-gained scores indicate that students have learned and retained a significant amount of information.
By looking at these scores, educators can assess the impact of their teaching methods and adjust accordingly.
treatment effect evaluation
In experimental research, **treatment effect evaluation** involves determining whether an intervention (or treatment) has produced a measurable effect on the participants.
In our example, the treatment is the developmental math course that students take between the pre-test and post-test.
The essence of evaluating treatment effects is to see if there's a significant change in the response variable, which is the knowledge-gained score here.
Statistical methods are often used to assess whether the changes observed in the response variable (knowledge-gained scores) are attributable to the treatment itself and not to some other factors.
Proper treatment effect evaluation can help educators refine their courses to better meet students' needs.
response variable
The **response variable** in an experiment is what the researcher is measuring to assess the effect of the treatment.
In our scenario, the response variable is the knowledge-gained score, calculated as the difference between the pre-test and post-test scores.
This variable is crucial because it reflects the outcome of interest. In this case, it shows how much students have improved their math skills due to the developmental course.
Identifying the correct response variable is critical in any experimental design. It ensures that the research is focused on relevant outcomes and provides meaningful insights into the effectiveness of the intervention.
Always keep the response variable in mind when designing experiments, as it will guide your data collection and analysis methods.

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