OSAT OSAT Mild-Moderate Disabilities 5

Question 1

A special educator is conducting a comprehensive evaluation to determine eligibility for special education. Which professional is legally responsible for ensuring the evaluation is completed within required timelines?

Accepted Answer

The school district

Answer

Under IDEA, the school district holds legal responsibility for conducting and completing evaluations within the required 60-day timeline (or state-specified timeline).

Question 2

A student with mild disabilities is learning to generalize math skills across settings. Which instructional technique BEST promotes generalization?

Accepted Answer

Teaching and practicing skills in varied contexts using real-world materials

Answer

Generalization is promoted by practicing skills across multiple settings, materials, and contexts so the student applies learning beyond the original instructional environment.

Question 3

Which characteristic MOST distinguishes students with mild intellectual disabilities from students with learning disabilities in terms of cognitive profile?

Accepted Answer

Students with mild ID show global delays across cognitive domains; those with LD show specific processing deficits with average overall intelligence

Answer

Mild intellectual disability involves global cognitive delays (IQ approximately 55–70) and adaptive behavior deficits, while learning disabilities involve specific processing weaknesses with average overall intelligence.

Question 4

A special educator wants to involve a student's family more meaningfully in the IEP process. Which strategy is MOST effective for promoting authentic family engagement?

Accepted Answer

Sharing student progress data in advance and inviting parents to contribute goals and discuss priorities

Answer

Sharing data before the meeting and actively soliciting family input on goals empowers families as equal partners, which is central to IDEA's family participation requirements.

Question 5

A teacher is using schema-based instruction (SBI) with students with learning disabilities. What is the PRIMARY purpose of this approach in mathematics?

Accepted Answer

To teach students to identify underlying problem structures (schemas) to guide solution planning

Answer

Schema-based instruction teaches students to recognize problem types (e.g., change, group, compare) and apply corresponding solution strategies, improving mathematical problem-solving for students with LD.

OSAT Test Practice Test

OSAT Test Practice Test

OSAT OSAT Mild-Moderate Disabilities 5