This video explains how to determine the minimum passing level (MPL) for examinations. It covers two main systems for setting passing marks: the norm-referenced system and the criterion-referenced system. The video then details three specific methods within the criterion-referenced system: the Nedelsky, Angoff, and Ebel methods, providing practical examples for each.
The video discusses two primary systems for setting examination passing marks: the Norm-Referenced System and the Criterion-Referenced System.
Norm-Referenced System: This system interprets scores by comparing an individual's performance to that of a group who took the same test. The underlying principle is that a student's achievements are evaluated against the performance of their peers. To set the Minimum Passing Level (MPL) using this method, scores are gathered, a frequency distribution, mean, and standard deviation are calculated. The MPL is then established at a point below the mean, typically ranging from 0.5 to 1 standard deviation below the mean, depending on the teacher's leniency.
Criterion-Referenced System: This system interprets scores based on how well an individual performs against a predefined standard or set of objectives. The rationale is that if knowledge and skills are clearly defined, a minimum performance level for success can be determined logically. A crucial aspect of this system is defining the "minimally competent student." This student is characterized as having a good grasp of information, recalling facts, making simple connections, understanding common diseases, and being able to perform basic diagnostic and management tasks. However, they would struggle with complex problems, rare conditions, comparing similar disease states, integrating concepts, or interpreting lab tests. The video emphasizes that examiners should consider the perspective of such a student when setting the MPL.
Within the Criterion-Referenced System, three specific methods are detailed:
Nedelsky Method:
Angoff Method:
Ebel Method:
The video concludes by summarizing the two systems and the three criterion-referenced methods, highlighting that the criterion-referenced system is widely used but has disadvantages, such as being difficult to set reasonable standards and potentially leading to a high failure rate.
I cannot generate snapshots or images, but I can provide the equations used for each method as described in the transcript.
Nedelsky Method:
Acceptability Index (AI) for an item: $AI = \frac{1}{\text{Number of choices not rejected}}$
MPL for the entire test: $MPL = \left( \frac{\sum_{i=1}^{N} AI_i}{N} \right) \times 100$ Where:
Angoff Method:
Item MPL (Method 1: Probability-based): $MPL_{item} = \text{Average rank assigned by faculty}$ (Ranks are 1.0 for likely, 0.5 for 50/50, 0 for unlikely)
Item MPL (Method 2: Percentage of borderline students): $MPL_{item} = \frac{\text{Percentage of borderline students who can answer correctly}}{100}$
MPL for the entire test (for both Angoff methods): $MPL = \frac{\sum_{i=1}^{N} MPL_{item_i}}{N} \times 100$ Where:
Ebel Method:
Calculate the total weighted score: $\text{Total Weighted Score} = \sum (\text{Number of items in category} \times \text{MPL for category})$
MPL for the entire test: $MPL = \frac{\text{Total Weighted Score}}{\text{Total Number of Items}}$ (This is often expressed as a percentage)
The video shows this calculation using a table:
| Relevance | Difficulty | Number of Items | MPL for Category (%) | Product (Col 3 x Col 4) |
|---|---|---|---|---|
| Essential | Easy | 94 | 100 | 9400 |
| Important | Easy | 106 | 90 | 9540 |
| Acceptable | Easy | (example value) | 80 | (example value) |
| Questionable | Easy | (example value) | 70 | (example value) |
| ... and so on for Medium and Hard difficulties | ||||
| Total | 500 | 37130 |
Then, $MPL = \frac{37130}{500} = 74.26%$ or 74.