The ABC Self-Concept Inventory has a split- half reliability coefficient of 0.90 and the XYZ Self-Concept Inventory has a Spearman- Brown reliability coefficient of 0.90. And if all factors are equal, which instrument would be chose to use?

I would think either one due to the nature of the tests, but check this to be sure.

To determine which instrument to choose based on the given information about reliability coefficients, we need to understand what these coefficients represent and how they differ.

1. Split-half reliability coefficient:
The split-half reliability coefficient measures the internal consistency of a test by splitting it into two halves and comparing the results. In this case, the ABC Self-Concept Inventory has a split-half reliability coefficient of 0.90.

2. Spearman-Brown reliability coefficient:
The Spearman-Brown reliability coefficient predicts the reliability of a test if its length were to be increased or decreased. In this case, the XYZ Self-Concept Inventory has a Spearman-Brown reliability coefficient of 0.90.

Both coefficients indicate a high level of reliability, as they are close to 1 (perfect reliability). However, there are some differences in what each coefficient measures.

The split-half reliability coefficient assesses the internal consistency of a test by comparing the scores of one half of the test to the other half. It provides an estimation of reliability but does not take into account the length of the test. In other words, it assumes that both halves of the test are equally reliable.

The Spearman-Brown reliability coefficient, on the other hand, predicts the reliability of the test if its length were to be increased or decreased. It helps determine how reliable the test will be if there are changes in the number of items/questions. This coefficient considers the impact of test length on reliability.

In this situation, all other factors being equal, the XYZ Self-Concept Inventory with a Spearman-Brown reliability coefficient of 0.90 would be the preferred choice. This is because the Spearman-Brown coefficient takes into account the potential impact of changes in test length on reliability.

However, it's important to note that reliability is not the only factor to consider when choosing an instrument. Other factors, such as validity (the extent to which the test measures what it intends to measure), the purpose of the assessment, and the specific requirements of the research or evaluation, also need to be taken into account.