Graphs, Op Defs, and More
Did You Wash That?
All The B's
Who's that Supervisor?
Ancient History
100

What type of treatment design is depicted below:<img data-fr-image-pasted="true" src="data:image/png;base64,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

Reversal Design

100

The length of time that we are allowed to store prepared food in the pantry fridge

2 Days

100

Food can be placed in this when presented

Bowl

100

This person once was an opera singer for Opera Omaha and has sung for the pope at the Vatican

Dr. Peterson
100

The length of time that you are allowed to store prepared food in the freezer

1 month

200

To score an expel when the initial bolus is a level baby spoon, a ______-sized amount or larger of food or liquid must pass the plane of the wet vermilion.

Rice

200

The steps we must take before preparing food in the pantry

Put on hair net, wash hands, put on gloves

200

Five foods that we prepare in clinic

E.g., Banana, Baked Beans, Broccoli, Black Beans, Bread
200

Come November, this supervisor is more likely to be found in a tree stand than at work.

Chris

200

The city where Dr. P lived before coming to Omaha

Atlanta

300

With respect to behavior analysis...

ABA stands for:

ABC stands for:

NCR stands for:


Applied Behavior Analysis

Antecedent, Behavior, Consequence

Noncontingent Reinforcement

300

The temperature in which you should heat pureed foods before sessions

145 degrees F or 63 degrees Celsius

300

One of the changes you can use to make a meal more efficient

Bolus Increase

300

This supervisor is a BIG Duke basketball fan.

Dr. Hansen

300

The year the SEEDS program first started

2016

400

For a functional analysis graph within this program, ______ condition is depicted with the open triangle data path, ________ is depicted with the open square data path, and ________ is depicted with the closed circle data path.

Escape

Attention

Control

400

The things you should list on the lid of a bowl before placing the bowl of food in the fridge

Client initials, date, type of food

400

Training you complete to become CPR and first aide trained

BLS or Basic Life Support trainng

400

This person’s last name means “green” in the Czechoslovakian language

Jason

400

Besides Dr. P, the current staff member who has worked in the feeding program the longest

Jason

500

Score a chew each time the child’s teeth and/or jaw completes one up-and-down motion with the teeth parted at least _____ cm while food is visible anywhere in the mouth except the center of the tongue or in between the front four teeth.

1.3

500

The location for where you place uneaten food following a session that has lasted over an hour

Garbage can

500

A procedure in which you start by having the child only complete the last step of a task

Backward Chaining

500

Name the supervisor who is most likely thinks that Bob is your uncle

Dr. P

500

Piazza’s first article on a functional analysis in feeding came out in this year

2003

M
e
n
u