Pediatric Assessment
Speech Tests
Milestones
Hearing Aids
Pathologies
100

Define informational masking and energetic masking and provide examples. Which are children more susceptible to? 

Informational masking: when the masker and the signal are similar stimuli (speech on speech or speech on two talker babble)

Energetic masking: the excitation of the basilar membrane by the masker, at the same place as the signal (speech in noise or speech in twenty-talker babble) 

Children are more susceptible to informational masking. 

100

On WRS assessments, individuals with retrocochlear components will likely do better or worse as intensity level increases? At what point is it a cause for concern (in terms of rollover)?

Worse. A rollover value of >.4 is a cause for concern. 

100

According to the Developmental Milestone chart, babbling begins to occur at what age? 

6 months


100

This kind of hearing aid is the kind of hearing aid most commonly prescribed for children, with this kind of material. 

Behind-the-ear with a soft-silicon ear mold. 

100

ANSD is diagnosed by what marker on an ABR? In what ABR parameters is this found? This marker is often confused for what? How do you test it? 

Cochlear Microphonic.

Running one run of rarefaction and running one run of condensation and overlaying them. 

Stimulus artifact. Pinch the tube. 

200

Describe the behavioral and objective assessment options for children birth to 6. 

Objective options: ABR and OAE-- can be used at any age

0-6 months: ABR and OAEs

6 months- 2 years: VRA 

2 years to 6 years: CPA

200

Name 3 reasons why using recorded word lists is clinically more advantageous than using monitored live voice.

1. It is difficult to ensure the peak output intensity on the VU meter of each word using monitored live voice. 

2. There is more inter-tester variability when using monitored live voice. 

3. Accent, tone, and speaker error are more likely to affect outcome when using live monitored voice. 

200

According to the Developmental Milestones chart, a typically developing child can use how many words at 12 months old? 

10 words

200

Identify three ways to increase hearing aid reliability. 

1. Nano-coating

2. Gore covering

3. Gaskets 

4. Automatic volume control 

-Carlie did this question

200

Name the most common causes of genetic and non-genetic hearing losses in children. 

Genetic: Connexin 26

Non-Genetic: CMV

300

Discuss pros and cons for conditioning children in VRA.

Pro: stimulus control

Con: potentially habituate earlier

300

The WIPI (Word Intelligibility by Picture Identification) test is normed for children at what age? 

Normal Hearing: 4+ 

Mild-Moderately Severe HL: 5-6

Severe HL: 7-8

300

According to the Developmental milestones chart, a baby can sit well unsupported at what age? 

6 months 

300

Describe amplification options for someone with unilateral hearing loss. 

CROS or biCROS 

Could argue BAHA. 

300

Otosclerosis is characterized by ________ in otoscopy, by ______ in tympanometry, and ______ in pure tone audiometry. (Bonus point: why? )

Tympanometry: Type As 

Otoscopy: Schwartz's Sign -- a blueish/pinkish tint of the TM

Pure Tones: Carhart's Notch -- a dip in bone conduction threshold at 2kHz

Why: Type As due to stiffness of the ossicular chain creates a less compliant system. 

400

Describe the different levels of reinforcement and provide examples. When is reinforcement important? 

0: None

1: Social-- "Good job!"

2: simple-- visual, light up of a toy

3: complex-- light up and sound associated with a toy

Reinforcement is important when a child is learning the task and when a child is habituating. 

400

Describe the advantages and disadvantages of open and closed speech assessments for children. 

Closed Set Pros: provides a best-case-scenario picture of how well a child can do, can be adaptive 

Closed Set Cons: not realistic, might not be challenging for all children

Open Set Pros: more realistic, child can respond in a variety of ways (sign or spoken word)

Open Set Cons: might be too difficult for some children

400

According to the Developmental Milestones chart, a child can walk backward at what age? 

2 years old

400

Describe the differences between loudness equalization and loudness normalization? Which are the corresponding prescription fittings? Provide an example of someone who you would use these fitting for. 

Loudness equalization: The goal is to make each frequency equally intense. Corresponding prescription fittings for loudness equalization are NAL-NL 1 and NAL-NL 2. These rely heavily on compression. Emphasis is on the mid-frequencies. Someone you would use this fitting for would be an older adult who is new to using hearing aids. 

Loudness normalization: The goal is to make sounds as equally intense as they would be for people with normal hearing. This provides the most amount of gain. Emphasis is on the high and low frequencies. A corresponding prescription fitting is DSL-5 child and DSL-5 adult. We would use these fittings for children with hearing loss, as the goal is to provide them access to as much sound as possible.

400

Name 3 characteristics of Meniere's Disease: 

1. Fluctuating hearing loss- commonly in the low frequencies 

2. Episodes of dizziness

3. Higher SP:AP ratio when echoch testing performed 

4. Aural pressure 

500

Describe the JCIH Protocols. 

Bonus: Name 5 risk factors. 

1-3-6 protocol: Hearing screening will be performed by 1 month, hearing loss will be confirmed by 3 months, and intervention will begin by 6 months. 

Well-Babies: Hearing Screening (ABR or OAE, depending on the clinic) --> [if refer] Rescreening with ABR --> [if refer] Full Diagnostic Eval 

NICU Babies (>5 days): Hearing Screening (ABR and OAE) --> [if refer] Full Diagnostic Eval 

Well-Babies that Pass but have High Risk Factors: At least one diagnostic assessment by 24-30 months. 

Risk Factors: Family History of Hearing Loss, History of Recurrent Ear Infections, In-Utero Infections, Post-Utero Infections, Cranio-facial abnormalities, Syndromes Associated with Hearing Loss (ex. Alport, Down's, Usher Usher Usher), Neurodegenerative Disorders, Head Trauma, Parental Concern, NICU, Chemo

500

Describe 3 speech measures you could use to assess a 3 year old.

NU-CHIPS- quiet and noise, closed test, 4 pictures per page, words, "Show me the...," scored in % correct 

PSI- quiet and noise, closed set, 5 pictures per page, words and sentences, "Show me the...," scored in % correct 

MLNT- quiet, open set, easy and hard lists, "Say the word...," scored in % of words correct and % of phonemes correct

500

According to the Developmental Milestones chart, a child can identify body parts at what age? 

Age 4

500

Discuss how you would manipulate frequency lowering, digital noise reduction, and manual controls for an individual suffering with cognitive control.

1. Don't use frequency lowering

2. Minimize digital noise reduction. 

3. Don't provide manual options. 

Overall: Minimize signal processing. 

500

Name 1 pathology or cause of hearing loss at each level of the auditory system. 

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