Embryology
Anatomy
Genetics
Pharmacology
Physiology
100

From which of the three germ layers does the heart arise?

Mesoderm 

100

What are the layers of the pericardium and what is its function?

Sac surrounding heart

Serous layers (visceral & parietal)& fibrous layer (tough, restrictive, ensures blood flows out of vessels)

Also pericardial cavity (allows heart to move without friction)

100

What can the process of karyotyping detect?

Aneuploidies, structural changes (translocation, inversion) & large (>5Mb) deletions or duplications 

100

Which of these antiarrrhythmic drugs are not part of the Vaughan Williams classification?

Adenosine, lidocaine, flecainide, digoxin, verapamil 

Adenosine, digoxin 

100

How are cardiac arrhythmias classified?

Site of abnormality (supreventrivcular, ventricular etc.)

Rate (brady or tachy)

Time course (paroxysmal, persistent, permanent)

e.g. paroxysmal supraventricular tachycardia

200

Sketch and label the heart tube.



200

What are the divisions of the mediastinum?

Bonus 50 points: Within which division is the heart located?

Superior (above sternal angle), inferior (posterior, medial, anterior)

Medial 

200

What are 5 major reasons for the use of genetic testing?

1. Diagnosing genetic disorders & determining carrier status

2. Predicting disease progression 

3. Pharmacogenomics 

4. Creating DNA profiles 

5. Detecting infectious disease & identifying virulence factors 

200

State 3 side effects of Amiodarone.

Blue discolouration, pulmonary fibrosis, thyroid abnormalities, HF, hepatotoxicity, photosensitivity, blurred vision, corneal deposits, GI disturbances (nausea), disturbed taste

200

Which electrodes of an ECG are the recording and/or reference electrodes? 

Positive electrode = recording 

Negative electrode = reference 

300

Cover the differences between the foetal & postnatal circulations.


Foetal - Blood supply from placenta, through umbilical vein, bypasses liver via ductus venosus, oxygenated blood flows through foramen ovale, deoxygenated flows through ductus arteriosus down (back to placenta)

Postnatal - Does not bypass hepatic circulation, no placental blood supply, foramen ovale is closed, ductus arteriosus forms ligamentum arteriosum, baby breathes = decreased pulmonary resistance, normal circulation, separation of oxygenated & deoxygenated blood


300

Name and locate the valves that produce heart sounds in this diagram.


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

300

Explain the process of PCR

Bonus 100 points: What are the 2 additional detection methods that are needed to visualise DNA after PCR?

Polymerase Chain Reaction: Denaturation (DNA heated to separate strands), Annealing (cooled, primers and Taq DNA polymerase added), Elongation (heated again, DNA polymerase catalyses synthesis of new strand)

Gel electrophoresis & real-time (quantitative) PCR



300

What is an indirect effect of Class II antiarrhythmic drugs?

Indirect Ca2+ inhibition 

(depress depolarisation of pacemaker cells -> inhibit SNS activation & cause indirect Ca2+ inhibition on phase 2 (plateau))

300

In which patients would you expect to see a left axis deviation?

Left ventricular hypertrophy


400

The heart tube becomes segregated into regions; bulbus cordis, primitive ventricle & common atrium. This is determined by different transcription factors being turned ON or OFF. Name these transcription factors and whether they are ON & OFF. 

BMP 2,4 - ON

WNT inhibitors (inhibit blood vessel formation) - OFF

NKX-2.5 - ON

400

What is are the different types of arterial dominance and their prevalence? 

Determined by the origin of the PDA

- Right dominant circulation (85%) = PDA arises from RCA

- Left dominant circulation (8%) = PDA arises from LCX

- Codominant circulation (7%) = PDA arises from RCA & LCX

400

What are the advantages & disadvantages of FISH & aCGH as genetic testing methods?

FISH - good = used to detect translocations, deletions, duplications (>20kb) & bad = requires specific knowledge of the region under investigation 

aCGH - good = can detect very small deletions or duplications across the entire genome (>60kb) & bad = cannot be used to detect structural changes (translocations, inversions)

400

Of the 3 subtypes of Class I antiarrhythmics, which prolongs AP duration, has little to no effect on AP duration, shortens AP duration?

Bonus 100 points: Name one of each.

IA - Prolongs AP, longer QT interval (disopyramide)

IB - Shortens AP, shortened depolarisation (lignocaine/lidocaine) 

IC - No effect on AP, slows depolarisation, decreased contractility (flecainide)

400

Outline phases 0 to 4 of the cardiac cycle for conductile and contractile cells.

Phase 4 - Resting membrane phase, diastole

Phase 0 - Rapid depol

Phase 1 - Rapid initial repol 

Phase 2 - Plateau

Phase 3 - Repol 

(phases 1 & 2 are absent in conductile cells)

500

Explain the process of atrial septation in an embryo.

Bonus 100 points - What is a patent foramen ovale & how does this occur?

Occurs during 5th & 6th weeks; septum primum grow down from roof, leaves ostium (opening) to allow blood to be shunted from R to L. Ostium primum closes, but apoptosis creates ostium secundum. Septum secundum grow down from roof, acts as valve. Maintains opening - foramen ovale. This is closed at birth due to increased BP in L side of heart. This separates the atria. 

PFO - caused by failure of the septum primum & septum secundum to fuse after birth.

500

What is the anatomical name for the 'moderator band' and what is it's function?

Bonus 100 points: Locate its position on the diagram.


Septomarginal trabecula - acts as a shortcut for electrical impulses, located as part of electrical conduction system where right bundle of His passes through 

500

Which approach of Next Generation Sequencing would be used when analysing George's genes for Long QT?

Bonus 100 points: What are the other 2 approaches?

Targeted sequencing - when looking for a single gene or a panel of genes, Long QT (6 major genes in >90% cases; 10 minor genes in <5% cases)

Whole exome sequencing & Whole genome sequencing

500

Name 2 antiarrhythmic drugs that patients with heart failure should and should not be given.

Good to bad: Digoxin, amiodarone, lignocaine, beta-blockers, verapamil, diltiazem, disopyramide, sotalol, flecainide 

500

What events occur in the following: P wave, PR interval, QRS complex, T wave?

Bonus 100 points: What is the J point?

P wave - atrial depol

PR interval - time from start of atrial depol to start to ventricular depol

QRS complex - ventricular depol

T wave - ventricular repol

J point - junction between end of QRS complex & start of ST segment - marks the end of dipol and start of repol

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