Abdomen
Sternum
Ribs
Chest
Anatomy/ Position
100

Where is the IR centered for a upright abdomen?

A: 1 inch above the level of the iliac crest 

B: 1 inch below the level of the iliac crest 

C: 2 inches above the level of the iliac crest 

D: 2 inches below the level of the iliac crest

C: 2 inches above the level of the iliac crest 

For a upright abdomen the IR needs to be centered 2 inches above the level of the iliac crest to include the diaphragm.

100

What is the SID for a PA oblique sternum? 

A: 30 inches 

B: 40 inches 

C: 72 inches 

D: 45 inches

A: 30 inches 

This SID is recommended to blur the posterior ribs

100
Where does the central ray enter for a PA upper ribs projection? 


A: Perpendicular to the IR at the level of T7 

B: Perpendicular to the IR at the level of T5

C: Horizontal to the IR at the level of T7 

D: None of the above

A: Perpendicular to the IR at the level of T7 

This will show 1-7 ribs on both sides in their entirety and above the diaphragm

100

True/ False: For hypersthenic patients the IR should be places crosswise

A: True 

B: False

A: True 

This is true because hypersthenic patients are bigger built and have a larger chest. By places the IR crosswise you will have a better chance of not clipping anatomy

100

The white line is on what bony anatomy?

A: L1

B:T11

C:L2

D:T12


D: T12

The 12th rib is coming off of that vertebra

200

When doing abdominal exams the image is always taken on expiration?

A: True 

B: False

A: True 

With any abdominal exam the images are taken on expiration to avoid compression of the organs

200
How many degrees and in what position is the patient for a PA oblique projection of the sternum? 


A: 15-20 degrees in a LAO 

B: 15-20 degrees in a RAO 

C: 15-20 degrees in a LPO 

D: 5- 15 degrees in a RAO

B: 15-20 degrees in a RAO 


The average rotation is 15-20 degrees and the patient is in a RAO position to project the sternum to the right of the thoracic vertebrae.

200

What is the patient position for an AP oblique projection of the ribs?

A: Patients body is rotated 35 degrees in n RAO or LAO 

B: Patients body is rotated 25 degrees in a RPO or LPO 

C: Patients body is rotated 12 degrees in an RAO or LAO 

D: Patients body is rotated 45 degrees in an RPO or LPO

D: Patients body is rotated 45 degrees in an RPO or LPO 


This allows the axillary portion of the ribs free of superimposition with the thoracic spine

200

 By rotating the shoulders forward for a chest x-ray it_____

A: Rotates the scapula inward 

B: Rotates the scapula outward and laterally 

C: Rotates the scapula forward 

D: None of the above

B: Rotates the scapula outward and laterally 


This reduces the superimposition of the scapula with the lungs

200

What position is this patient in?

A: RAO 

B: RPO

C: LAO

D:Prone

A:RAO 

The RAO position is how you see the sternum free from superimposition of the vertebra

300

How is the central ray directed for a left lateral decubitus position? 

A: Horizontal and perpendicular to the midpoint of the IR 

B: perpendicular to the iliac crest 

C: At a 15 degree angle 

C: At a 0 degree angle

A: Horizontal and perpendicular to the midpoint of the IR 

Its horizontal because the patient is laying in the lateral recumbent position laying on a radiolucent pad.

300

Where does the central ray enter for a PA oblique projection of the sternum?

A:Enters the side down on the posterior thorax at level of T7 and approximately 2 inches lateral to the midsagittal plane 

B: Enters 2 inches inferior to T7 and 3 inches laterally to the midsagittal plane

C:Enters the elevated side of the posterior thorax at the level of T7 and approximately 1 inch lateral to the midsagittal plane

D:Enters the elevated side of the posterior thorax at the level of T9 and approximately 3 inch lateral to the midsagittal place

C:Enters the elevated side of the posterior thorax at the level of T7 and approximately 1 inch lateral to the midsagittal plane

The central ray is perpendicular the IR and enters at that level because the patient is already in the oblique position to throw the sternum away from the vertebra

300

Ture/ False: For a PA oblique ribs the affected side is closest to the IR 

A: True 

B: False

B: False 


For a PA oblique ribs the affected side is away from the IR and for the AP oblique ribs the affected side is closest to the IR

300

How do you know that the patient is not rotated for a PA chest 

1: Sternal ends of the clavicles equidistant from the vertebral column 

2: Trachea visible in the midline 

3: Equal distances from the vertebral column to the lateral border of the ribs on each side 

A: 1 only 

B: 1&3

C: 2&3

D: 1,2&3

D:1,2&3 

All of these show that the patient is not rotated

300

What is this an image of?

A: PA pediatric chest 

B: AP chest

C: AP pediatric chest 

D: PA chest

C: AP pediatric chest 

This is an AP pediatric chest because for pediatric patients this small you do not do a PA chest



400

For a lateral abdomen how do you know if the patient is not rotated? 

1: Superimposed ilia 

2: Superimposed lumbar vertebrae pedicles

3: open intervertebral foramina 

A: 1 only 

B: 1&2

C: 2 only 

D: 1,2 &3

D: 1,2&3

With the superimposition of the ilia lumbar vertebrae pedicles and with the open intervertebral foramina it means that the patient is in a true lateral

400

What is the SID for a lateral sternum? 

A: 40 inches 

B: 30 inches 

C: 72 inches 

D: 45 inches

C: 72 inches 

72 inches is used to reduce magnification and distortion of the sternum.

400

For a PA upper anterior rib projection a useful option for showing the 7th, 8th, and 9th rib is to_____

A: Angle the tube cephalad 10-15 degrees 

B: Angle the tube cephalad 15-20 degrees 

C: Do nothing with the tube 

D: Angle the tube caudad 10-15 degrees

D: Angle the tube caudad 10-15 degrees 


With this angulation it aids in projecting the diaphragm below the affected ribs

400

Where does the central ray enter for a lateral chest exam?

A: Midcoronal at level of T7 

B: Midsagittal at level at T7

C: At level of T7

D: None of the above

A: Midcoronal at level of T7


This will ensure that you get the lungs from the apex to the costophrenic angle

400

What position is this patient in?


A: Lateral decubitus 

B: AP 

C: Dorsal decubitus 

D: Right lateral decubitus

C: Dorsal decubitus

This is because you can see that the patient is laying on supine and the air is at the top of the abdomen

500

When a patient can not stand or lie on the side what position should be used?

A: You cant do an abdomen exam 

B: Left lateral decubitus 

C: Dorsal decubitus 

D: Make the patient stand anyways

C: Dorsal decubitus 

This position is used when a patient can not stand or lie on the side because you can still see air fluid levels when the patient is laying supine

500

What is the respiration for a lateral sternum? 

A: Suspend on expiration 

B: Suspend on deep inspiration 

C: No respiration for a lateral sternum 

D: Just suspend

B: Suspend on deep inspiration 


This provides sharper contrast between the posterior surface of the sternum and the adjacent structures

500

What is the respiration for a AP oblique projection of the ribs?

A: Suspend at the end of full inspiration for ribs above the diaphragm 

B: Suspend at the of deep expiration for ribs below the diaphragm 

C: Suspend at the end of full inspiration 

D: Both A and B

D: Both A and B 


Suspending at the end of full inspiration with show the ribs above the diaphragm but will cause the ribs below the diaphragm to be blur. This is why for ribs below the diaphragm we do full expiration so that the diaphragm is elevated above the lower ribs

500

How many ribs need to be seen on a PA chest?

A:7-8 

B:9-10

C:8-9

D:10-11

B: 9-10 


Being able to see 9-10 ribs on a PA chest exam ensures that the patient took a good inspiration

500

The red arrow is pointing to? 

<img class="fr-fic fr-dii" data-fr-image-pasted="true" src="data:image/png;base64,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

D: Air in the trachea 

Air shows up black on x-rays and the trachea is in the midline of the body in-between the lungs

M
e
n
u