Rayos X
Ultrasonido
Signos por TAC
Nemotécticos
Cultura General
100

En qué patología se aprecia el signo de balón de futbol americano

pneumoperitoneo pediátrico

100

Tres desventajas de realizar un ultrasonido pélvico abdominal 

•Requiere vejiga llena.

•Pacientes obesas.

•Útero en retroversión.

•Ondas de baja frecuencia.

•Gas intestinal y coprostasis interfiere con la visión.

100

El signo del acordión es característico de:

Colitis pseudomenbranosa

100

PACS

Picture archiving and communication system

100

Cuál es el río más largo del mundo

Amazonas

200

A la peritonizacion del medio de contraste en una histerosalpingorafía se le conoce como

Prueba de Cotte positiva

200

En qué patología se puede apreciar el signo de la banana y el limón 

Malformación de Chiari

200

El signo del alce se puede apreciar en

Disgenesia del cuerpo calloso

200

MAGICDR L

  • M: metastasis
  • A: abscess
  • G: glioblastoma
  • I: infarct (subacute phase)
  • C: contusion
  • D: demyelinating disease
  • R: radiation necrosis or resolving haematoma
  • L: linfoma
200

En que año acabo la segunda guerra mundial

1945

300
Es la dilatación irreversible y anómala de la vía aérea periférica, y se clasifican en:

Bronquiectasias

Saculares

Cilindricas 

Varicosas

300
Defina los grados de hidronefrosis 

Grado 0: Riñon normal sin hidronefrosis.

Grado 1: Pelvis renal ligeramente dilatada sin ectasia calicial.

Grado 2: Pelvis renal moderadamente dilatada con ectasia calicial.

Grado 3: Pelvis renal grande, cálices dilatados y parénquima renal normal.

Grado 4: Pelvis renal muy grande, cálices grandes y dilatados y adelgazamiento del parénquima renal.

300

El signo de caparazón de tortuga lo podemos observar en:

Esquistosomiasias hepática

300

FEGNOMAGIC

  • F: fibrous dysplasia (FD) or fibrous cortical defect (FCD)
  • E: enchondroma or eosinophilic granuloma (EG)
  • G: giant cell tumour (GCT)
  • N: non-ossifying fibroma (NOF)
  • O: osteoblastoma
  • M: metastasis(es)/myeloma
  • A: aneurysmal bone cyst (ABC)
  • S: simple (unicameral) bone cyst
  • H: hyperparathyroidism (brown tumour)
  • I: infection (osteomyelitis)
  • C: chondroblastoma or chondromyxoid fibroma
300

Cual es el país mas grande del mundo

Rusia

400

En que patología cardíaca se puede apreciar el signo del muñeco de nieve en una radiografía de tórax

En el retorno anómalo de las arterias pulmonares

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

400

Cuales el nombre de los paquetes vasculares colaterales de miembro inferior

Dodd

Boyd

Cockett

400

Signo del monte Fuji es característico de:

Neumoencefalo atensión 

400

SCALP

Skin

Connective Tissue (subcutaneous)

Aponeurotica (Galea)

Loose Connective Tisue (Subgalea)

Periostium (Pericranium)

BONE



400

Cuál es el único mamífero capaz de volar

El murcielago

500

Cuál es el signo característico de la vejiga neurógena en una uretrocistografía 

Signo del árbol de navidad


500

Mencione 3 sitios específicos que debe evaluar en la ecografía del primer trimestre del embarazo entre las 11 y 14 semanas para detectar anomalías fetales

Espacio existente entre la columna cervical y la piel de la nuca del feto. En líneas generales éste deberá ser menor de 2.5 mm.

Ductus venoso

Huesos nasales


500

El signo de cabeza de cobra es visible en:

Ureteroceles

500

AMEN/SAME

  • A: acoustic schwannoma  (~80%)
  • M: meningioma  (~10%)
  • E: ependymoma  (~5%)
  • N: neuroepithelial cyst (arachnoid/epidermoid)  (~5%)

SAME

  • S: schwannoma
  • A: aneurysm, arachnoid cyst
  • M: meningioma, metastasis
  • E: epidermoid cyst, ependymoma


500

Cuanto tiempo duró la guerra de los 100 años

116 años