Según el Art 210 del Recauca en la importación de mercancías deberá presentarse la declaración del valor y deberá ser llenada conforme al instructivo anexo al reglamento
Verdadero
Art 210 En la importación de mercancías, se deberá presentar la declaración del Valor, que deberá contener la información, elementos y demás datos exigidos en el formulario e instructivo de llenado que aparecen como anexo de este reglamento.
Art 321 Documentos que sustentan la declaración de mercancías
a)Factura comercial cuando se trate de una compra venta internacional o documento equivalente en los demás casos.
b)Documentos de transporte, tales como: conocimiento de embarque, carta porte, guía aérea u otro documento equivalente.
c)Declaración del valor en aduana de las mercancías en su caso.
¿ Mencione 2 usuarios que tendrán acceso a la plataforma Pech?
Importadores
Agentes Aduaneros
Oficiales de aforo y despacho
Sección de valoración
Departamento de fiscalización aduanera
Verdadero o Falso
¿ se debe presentar DVA para una DUCA F?
Falso
Art 212 no requiere declaración del valor
Verdadero o Falso
La declaración del Valor será firmada bajo fe de juramento Únicamente únicamente por el agente aduanero.
Falso
Art 211 La declaración del Valor será firmada bajo fe de juramento Únicamente por el importador cuando se trate de personas naturales; o por quien ostente la representación legal cuando se trate de personas jurídicas. Quien la firme será responsable de la exactitud de los datos que se consignan en la misma, de la autenticidad de los documentos que la respaldan, de suministrar cualquier información y documentación necesaria para verificar la correcta declaración y determinación del valor en aduana.
Verdadero o Falso
Los documentos de la DUCA deberán adjuntarse en original a la declaración de mercancías, o podrán transmitirse por la vía electrónica al sistema informático del Servicio Aduanero y en este caso producirán los mismos efectos jurídicos que los escritos en un soporte de papel.
Verdadero<img data-fr-image-pasted="true" 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
Verdadero o Falso
¿ Los descuentos son aceptados en el valor de aduanas?Verdadero
Articulo 191 del Recauca
Para determinar del valor en aduana, se aceptarán lo descuentos o rebajas de precio que otorga el vendedor al comprador, siempre que los mismos sean comprobables, cuantificables, no correspondan a transacciones anteriores y que el precio realmente pagado o por pagar cumpla con lo dispuesto en el artículo 1 del acuerdo.
Verdadero o falso
Por cada factura comercial, deberá llenarse una declaración del valor, salvo cuando se trate de facturas comerciales del mismo proveedor, que correspondan a la misma transacción y siempre que las mercancías estén amparadas en un mismo documento de transporte.
Verdadero.
Según el Art 212 de Recauca mencione 4 casos en los que no es obligatorio llenar la declaración del valor.
rt 212 No obligación de presentar declaración del valor
No será obligatoria la presentación de la declaración del valor en los casos siguientes:
a)Importaciones realizadas por el estado y las municipalidades.
b)Importaciones realizadas por organismos o entidades internacionales que están exentos del pago de tributos.
c) Importaciones sin carácter comercial ( encomiendas, envíos postales, envíos urgentes, muestras, mercancías gratuitas, donaciones);
d)Mercancías en consignación.
e)Importaciones comerciales cuyo valor en aduanas no exceda de un mil pesos centroamericanos, siempre que no se trate de importaciones o envíos fraccionados.
f)Mercancías que se someten al régimen temporal o suspensivo.
g)Mercancías que se someten al régimen liberatorio.
h)Importaciones al amparo del DUTA-F
i)Menaje de casa;
j)Importaciones realizadas por entidades sin fines de lucro, que están exentas de tributos.
k)Envíos de socorro.
l)Equipaje de viajeros
m)Otros que determine el servicio aduanero.
¿ Que son descuentos retroactivos?
El ajuste retroactivo es tema de valoración aduanera. cuando el proveedor en una importación puede otorgarte un descuento retroactivo, es llamado así dado a que se originan por mercancías que se hayan importado anteriormente para compensar deficiencias en embarques anteriores que ya fueron pagados . Este descuento se ve en la factura de una importación que este haciendo actualmente.
Verdadero o Falso
El valor de transacción es el precio realmente
pagado o por pagar por las mercancías cuando
éstas se venden para exportación al país de
importación MÁS Los ajustes previstos en
el artículo 8 del acuerdo.
Verdadero
¿ Mencione un uso que da el servicio aduanero a la declaración del valor?
Fines estadísticos.
Para crear una base de datos del valor.
Para fiscalización y comprobación del correcto cumplimiento de la obligación aduanera.
¿ En cuantas secciones esta dividida la declaración del valor?
en 4 secciones:
Sección I: información general : Aduanas, Importador, proveedor, intermediario.
Sección II: Condiciones de la transacción
Sección III: Descripción de las Mercancías
Sección IV: Determinación del Valor
¿ Mencione 4 Incoterms?
CIF
DAP
DAT
FOB
EXW
DDP
CPT
CFR
CIP
¿conforme al acuerdo de valor de la OMC son los casos que existe vinculación mencione 2 ejemplos?
¿ Cual se el costo de la Declaración del valor?
5 dolares por transmisión, el cobro se hará de manera acumulada al RTN del importador.
¿ Cuales son las 4 condiciones de la transacción según la sección II en la declaración de valor?
Requisitos que tienen que existir para aceptar el valor de transacccion?
No restricción a la Cesión o utilización de las mercancías, por parte del comprador.
No condiciones o contraprestaciones para realizar la venta de mercancías.
No reversión del producto de la reventa de las mercancías.
No exista vinculación entre proveedor e importador que influya en el precio.
¿ Cuales son los elementos para deducir del precio realmente pagado o por pagar?
casilla 44 de la DVA
Deducciones al precio realmente pagado o por pagar por la mercancías importadas
Gastos de construcción
Costo Transporte ulterior a la importación
Derechos e impuestos en el pais de exportación
intereses
¿CUALES SON LOS AJUSTES POSITIVOS AL VALOR?
Mencione 3 elemento que se deben adicionar al valor en aduana, entre otros, los siguientes conceptos siempre que no estén ya incluidos en el precio y se encuentren a cargo del comprador (casilla 42 de la DVA)
Comisiones y gastos de corretaje (salvo las comisiones de compra).
Costo de envases y embalajes.
Gastos de embalaje.
Ingeniería, creación y perfeccionamiento, trabajos artísticos necesarios para la producción de las mercancías importadas.
Cánones y derechos de licencia
El valor de cualquier parte del producto de la reventa.
Gastos de transporte
Gastos de carga
Costo seguro