Measurement
Assessment
Skill Acquisition
Behavior Reduction
Professional Requirements
100

Number of occurrences; Can be recorded as tallies

What is frequency?

100

This is abbreviated as FBA

What is Functional Behavior Assessment abbreviated?

100

The only elementary verbal operant that is evoked by an MO

What is a Mand?

100

A procedure in which the future probability of a behavior decreases because reinforcement is no longer being provided.

What is extinction?

100

T/F: Even if I am not currently being supervised by a BCBA, I am still an RBT

What is false? 

200

Measuring a behavior after it has occurred by measuring the effects that behavior produced on the environment

What is permanent product? 

200

These are the four types of Trial-Based stimulus preference assessments 

What are MSW, MSWO, Paired-Stimulus, and Single Stimulus?

200

The three major components of a basic Token Economy 

The following are what?

1. Behavior(s) to target

2. Tokens that are delivered

3. Backup reinforcers that will be exchanged

200

Reinforcing responses that meet a certain criterion, and placing all other responses in a response class on extinction

What is Differential Reinforcement?

200

Minimum of 5% of ABA hours

How much supervision is an RBT required to receive from their BCBA?

300

These are the 3 essential component to an Operational Definition

What are Objective, Clear, and Complete used for?

300

This is the top tier of an FBA. It is the most precise, yet most difficult to conduct and requires supervision of a BCBA

What is a Functional Analysis?

300

_____ Conditioning is based on involuntary reflexive behaviors, which are elicited; _____ Conditioning is based on voluntary behaviors that are evoked/emitted due to the person's previous experience. 

What is Respondent Conditioning and Operant Conditioning?

300

Reinforcing a response in the presence of one stimulus condition (the SD), and NOT reinforcing responses in the presence of another stimulus condition (S-Delta)

What is Discrimination Training?

300

Example: accepting gifts from clients, or giving gifts to clients

What is an example of an ethical violation?

400

One of the three dimensional qualities of measurement

What is Repeatability/Temporal Extent/Temporal Locus?

400

A type of preference assessment in which the client is allowed free access to items purposely arranged in the environment, and the therapist records duration of time spent with each item

What is a Contrived Free-Operant Observation Stimulus Preference Assessment?

400

This is an example

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

What is an example of Stimulus Fading? 

400

A condition in which the independent variable (intervention) is not present. Data obtained during this time are the basis for determining the effects of the intervention 

What is Baseline?

400

An RBT who is well-trained in the area of toddlers with autism is then asked to help with an adult who has ADHD. This violates this ethical code.

Example of Section 3: Practicing services within their boundaries of competence?

500

This is used for behaviors targeted for increase because this form of measurement OVERESTIMATES low frequency behaviors. 

What is Partial-Interval Recording used for?
500

This is an example of:

What is an example of a Structured ABC data sheet?

500

Both are methods of instructions. However, with _____  learning occurs in the natural setting using the student's motivation, while with _____ a skill is isolated and taught one trial at a time.

What is the difference between Natural Environment Training (NET) and Discrete Trial Training (DTT)

500

An environmental variable that alters the reinforcing value of a stimulus AND alters the behavior(s) that has been previously reinforced/punished by that stimulus.

What is a Motivating Operation?

500

People who can report an RBT to the BACB for ethical violations

Who is Anyone/Everyone?