1. 与只在国内开展经营活动的公司相比,下列哪些不是跨国公司具有的特征?(      )

  2. 答案:组织结构复杂###经营活动以贸易为主
  3. FOB、CFR和CIF的主要区别在于(    )。

  4. 答案:买卖双方承担的风险不同###买卖双方承担的责任不同###买卖双方承担的费用不同
  5. 商品检验的意义主要包括(      )

  6. 答案:是法律赋予买方的权力###是买卖双方交接货物、结算货款的重要依据###是贸易活动顺利进行的重要环节
  7. 受益人审核信用证的主要参考依据有(     )

  8. 答案:实际业务情况###《UCP600》###贸易合同
  9. 下列哪些情况下原发盘将失效(    )

  10. 答案:受盘人表示拒绝###发盘依法撤销###发盘有效期满###受盘人还盘
  11. 与司法诉讼相比,仲裁的特点主要包括(     )

  12. 答案:提交仲裁时双方必须签订仲裁协议###仲裁员可以由双方当事人指定###仲裁裁决可以在异国得到承认和执行###仲裁机构是民间组织
  13. 我国保险公司把国际海洋运输货物的保险险别分为平安险、水渍险和一切险三种基本险。请指出下列情况哪些属于平安险的保险范围(    )。

  14. 答案:某批进口货物在卸货过程中,有两箱货物落入海中,造成货物灭失。###某载运国际运输货物的船舶在驶往某国的途中触礁沉没,货物灭失。###某国际航行船舶在驶往国外途中着火,部分货物灭失。
  15. 一般货物贸易合同中的索赔条款一般包括哪些内容(      )

  16. 答案:索赔处理办法###索赔金额###索赔依据###索赔期限
  17. 根据《中华人民共和国标准化法》的规定,商品的标准包括(      )

  18. 答案:行业标准###国家标准###企业标准###地方标准
  19. 区域经济一体化的主要形式包括(    )

  20. 答案:自由贸易区###关税同盟###经济同盟###完全一体化###共同市场
  21. 汇付方式包括(      )

  22. 答案:M/T###D/D###T/T
  23. 根据中国《海洋货物运输保险条款》的规定,保险人的除外责任包括(    )。
  24. 下列关于世贸组织的描述,正确的有(    )
  25. 我公司以CFR进口一批货物,在海运途中部分货物丢失。要得到保险公司赔偿,我公司可以投保(    )。
  26. 选择进口替代战略的国家一般具有哪些特点:(    )
  27. 出口费用通常包括(      )
  28. 下列属于支付工具金融票据的有(      )
  29. 为了促进本国经济发展,各国政府在不同时期会采取不同的贸易政策,但最基本的贸易政策是(      )
  30. 世贸组织的基本原则包括(    )
  31. 按CIF条件成交,卖方报价中应包括(    )
  32. 在国际贸易的交易磋商中,持续时间最长的阶段一般是(    )
  33. 集装箱货物交接方式中LCL/FCL的意思是(    )
  34. 单独海损仅涉及受损货物单方面的损失,应由受损方单独承担,这种损失对于受损方而言,是()。
  35. 托收方式下的D/P和D/A的主要区别是(      )
  36. (    )指用科学方法测定商品的干净重,再加上国际公定回潮率与干净重的乘积所得的重量。这种计重方法适用于经济价值较高而水分含量极不稳定的商品。
  37. 如汇票见票日为1月31日,见票后3个月付款,则到期日为(     )
  38. 以下哪个产品最容易经历一个产品生命周期
  39. 出口货物向海关申报的时间应是(    )
  40. 贸易创造属于关税同盟的(    )
  41. 下列不在中国人民保险公司海洋运输货物保险一切险承保范围内的是(    )。
  42. 下列哪一项不属于《服务贸易总协定》的主要原则(     )
  43. 关于转移价格,不正确的说法是(      )。
  44. 关税同盟的重要特点是(    )
  45. 某批出口货物投保了水渍险,在运输过程中由于雨淋致使货物遭受部分损失,这样的损失保险公司将()。
  46. 以下术语中,仅适用于水路运输的是(    )
  47. 下列检验时间和地点的规定方式哪种采用的最为广泛(      )
  48. 国际贸易是指世界各国地区之间的(       )。
  49. 下列汇票的抬头中可以经过背书转让的是(      )
  50. 仲裁协议中最重要的内容,同时也是双方达成仲裁条款时争议焦点的是(      )
  51. 李斯特认为对幼稚工业的保护最高限期为(      )
  52. 平安险的责任范围包括由于暴风、巨浪等自然灾害引起的部分损失。
  53. 目前EAN系统已经成为国际公认的物品编码标识系统,包括中国在内的大多数国家均使用该系统。
  54. 根据汇款委托通知传递的方式不同,汇付分为电汇、信汇和票汇三种,其中电汇是实际业务中主要采用的汇付方式。
  55. 检验的时间和地点通常与合同中贸易术语、商品特性、包装方式以及当事人所在国法律法规有着密切的关系。
  56. 在李嘉图的比较优势模型中,贸易将导致完全专业化。
  57. 反映国际贸易地理方向的指标有各国的出口额占世界出口总额的比重和各国的进口额占世界进口总额的比重。
  58. 一张没有出票日期的汇票是一张无效的汇票。
  59. 仲裁裁决是终局的,如果败诉方不执行裁决,胜诉方有权向仲裁院起诉。
  60. 产品生命周期理论是一种静态分析理论。
  61. 服务贸易进出口都会反映在海关记录中。
  62. 大型跨国公司是当代技术创新与技术进步的主导力量。
  63. 根据UCP600的规定,如果信用证中没有明确规定是否允许分批装运和转船,则理解为不允许。
  64. 在国际贸易中,就卖方承担的风险而言,CFR与CIF相同。
  65. 一国的对外贸易依存度越高,说明这个国家越开放,经济越发达。
  66. 合同只有书面合同这一种形式。(      )
  67. 国民待遇原则是指一国在经济活动和民事权利方面基于其境内的外国国民不低于其本国国民享受的待遇。
  68. 比较优势理论揭示了“两利相权取其重,两弊相权取其轻”。
  69. 按照WTO服务贸易总协定的规定,各成员方都必须及时公布可能影响服务贸易的各项政策措施,提高政策措施的透明度。
  70. 如果企业具备了垄断优势和内部化优势,但缺乏区位优势,可以采用许可证贸易方式进入国际市场。
  71. 贸易值比贸易量更能准确反映出国际贸易的实际规模。
  72. 集装箱运输中,承运人的责任起讫期间为( )
  73. 按《UCP600》解释,若信用证条款中未明确规定是否“允许分批装运”、“允许转运” ( )
  74. 信用证的到期地点应视信用证规定而定,在我国外贸实务中,通常使用的到期地点为( )
  75. 制单的正确性从银行的角度来考虑要做到“三相符”,具体指(      )
  76. 在出口结汇时,由出口商签发的,作为结算货款和报关纳税依据的核心单据是( )
  77. 海运提单中对于货物描述说法正确的是(      )
  78. 出口公司收到银行转来的信用证后,侧重审核( )
  79. 我要求国外改证,国外回电已更改,并要求立即装船,于是照办。这样做是对的。
  80. 下列属于出口报检时应提供的单证有(      )
  81. 下列属于常见的信用证软条款的有( )
  82. 询盘在多数的情况下是询问价格,所以实际业务中我们常把询盘称作询价,在法律上称询盘为“要约邀请”。
  83. 选用国际贸易术语应考虑的因素有( )
  84. 按CFR条件成交,卖方报价中应包括( )
  85. 在国际贸易中,一项合同的有效成立都必须经过询盘、发盘、还盘、接受和签约等五个环节。
  86. 从法律效力来看,合同和确认书这两种形式的书面合同没有区别。
  87. 根据《公约》的规定,受盘人对发盘表示接受,可以有几种方式,下列哪项不属此列:(       )
  88. 如发盘无规定有效期,则受盘人可在任何时间内表示接受。
  89. 下列不属于主要交易条件的是(     )
  90. 无论任何人对某发盘作出的接受,均视为有效的接受。
  91. 根据《公约》规定,受盘人对下列哪些内容提出添加或更改,均作为实质性变更发盘条件:( )
  92. 构成一项发盘应具备的条件有( )
  93. 有效的接受必须具备的条件是( )
  94. 支付条款的基本内容一般包括(   )
  95. 还盘一经作出,原发盘即告失效。
  96. 国际货物销售合同中的不可抗力条款主要包括(    )
  97. 国际货物销售合同中的一般索赔条款主要包括(    )
  98. 在我国不可抗力事件的证明一般是由中国国际贸易促进委员或其设在口岸的贸促分会出具。
  99. 买方有权对货物进行检验,若发现与合同规定不符,确属卖方责任时,买方有权拒收。但如果买方已经付款,则表示对货物的接受,无权索赔。
  100. 与司法讼诉相比,仲裁一般公开审理,这样将有利于国际惯例的推广。
  101. 进出口双方在达成仲裁条款时争议的焦点,也是最为重要的一项内容是(    )
  102. 由于进出口双方无法在合同签订时预计未来争议的具体细节,因此仲裁协议只有在争议发生之后签订才为有效。
  103. 索赔金额是指实际损失,不得包括预期商业或生产利润。
  104. 合同中的检验条款中,最直接关系买卖双方切身利益的内容是(   )
  105. 与法定检验相对,公证检验是商检机构根据进出口贸易关系人的申请而办理的检验。
  106. 就开证行风险而言,一般跟单信用证比备用信用证大。( )
  107. 信用证包括信开和电开两种基本开立方式。电开是指开证行以标准格式缮制并通过电讯方式送达通知行的开立方式,目前广泛使用的是SWIFT MT700/701标准格式和SWIFT报文传输。( )
  108. 对背信用证是指两张信用证的开证申请人互以对方为受益人而开立的信用证。两张信用证的金额可以相等或大体相等,也可以有较大出入,可以分别生效,也可以同时生效。( )
  109. 出票人以签发汇票的形式创设了一种债权并将其赋予收款人,同时他因为在汇票上签名而成为汇票的主债务人。( )
  110. 汇票的基本当事人有( )
  111. 关于托收的特点说法错误的是( )
  112. 托收的特点包括( )
  113. 关于电汇以下描述不正确的是。( )
  114. 即期汇票的一般票据行为包括( )
  115. 信用证的受益人通常也是( )
  116. 下列背书方式中属于记名背书的是( )
  117. 下列支付方式中属于银行信用的是( )
  118. 若信用证规定受益人开立远期汇票,由付款行负责贴现,并规定一切利息和费用由进口人负担,则这种信用证被称为( )
  119. 下列不属于信用证主要当事人的是 ( )
  120. 根据中国《海洋货物运输保险条款》的规定,三种基本险和战争险均适用“仓至仓条款”。
  121. 我方按CIF贸易术语对外发盘,下列险别中,作为保险条款提出最为稳妥的是(      )。
  122. 中国人民保险公司的海洋货物保险的索赔时效为(      )。
  123. 在两伊战争期间,我方A公司向伊拉克B公司出口一批货物,以CIF巴士拉成交,我方A公司按照合同规定加保战争险,货物系租用一国外船舶C公司的船舶进行运输。该船于7月10日抵达巴士拉,但由于港口拥挤未能卸货;7月30日该船舶遭炮火袭击,货物损失一半,按照惯例负责赔偿这一半损失的是保险公司。
  124. 国际海运货物在海上遭遇恶劣气候、雷电、海啸等自然灾害而造成的部分损失,如果货物已经投保,属于中国人民财产保险公司海洋运输货物保险条款(      )险别的承保范围。
  125. 某公司按CIF条件出口坯布1000包,货物在途中因船舱淡水管道滴漏,致使该批坯布中的150包遭水渍,保险公司对投保下列哪种险别负责赔偿(      )?
  126. 某载货船只载着甲货主的3000箱棉织品,乙货主的50公吨小麦,丙货主的200公吨大理石驶往美国纽约.货轮起航的第二天不幸遭遇触礁事故,导致船底出现裂缝,海水入侵严重,使甲货主的250箱棉织品和乙货主的5公吨的小麦被海水浸湿.因裂口太大,船长为解除船,货的共同危险,将船舶浮起并及时修理,下令将丙货主的50吨大理石货物抛入海中,船舶修复后继续航行.货轮继续航行的第三天又遭遇恶劣气候,使甲货主另外50箱货物被海水浸湿,此时,以下答案中(      )是正确的.
  127. 托运出口玻璃制品时,被保险人在投保一切险后,还应该投保破碎险。
  128. 在国际海上货物运输保险业务中,下列(      )属于共同海损。
  129. 偷窃、提货不着险和交货不到险均在一切险的范围内,只要投保一切险,收货人如果提不到货物,保险公司均应该负责赔偿。
  130. 下列运输方式中,货物破损率最低的是(    )
  131. 下列运输方式中,运输能力最强的是(    )
  132. 下列运输方式中,适用范围最广的是(    )
  133. 下列装运时间的规定方式中说法正确的是(    )
  134. 集装箱运输可以是单纯的海运、陆运或空运,也可以是国际多式联运。
  135. 班轮运费的基本运费计算标准采用A.V.方式时,按货物的哪个价值作为计费基础(    )
  136. 在实际业务中,如果交货量大或货源分散,则装运港可以采用选港的规定方式,但其数量一般不得超过(    )
  137. 班轮运输方式中,下列哪些内容是相对固定的(    )
  138. 信用证和合同中,当没有明确规定是否允许分批装运和转船时,通常默认为允许。
  139. 采用班轮运输时,承运人与托运人需要就运输事宜签订独立的运输合同。
  140. 买卖合同双当事人明示协议,可以对国际贸易惯例的任何一条进行(     )。
  141. 国际货物买卖中,卖方的基本义务有( )
  142. 采用FCA条件时,卖方应负的责任是( )
  143. FOB、CFR和CIF的共同点包括( )
  144. 贸易术语在国际贸易中的主要作用是( )
  145. 如果出口用FOB价格成交,则成交价格就是( )
  146. 下列各项中,属于买方在FCA条件下基本义务的有( )
  147. 下列事项中,按CFR成交时卖方需负责的有( )
  148. 某商品出口总成本为12000元人民币,出口后外汇净收入为2200美元,如果中国银行的外汇牌价为100美元换670元人民币,则该商品出口盈亏率为( )
  149. 一般情况下,CIF条件下不需卖方承担的是( )
  150. 商品出口总成本与出口所得的外汇净收入之比,是( )
  151. 国际贸易中的价格包括( )
  152. 国际贸易惯例对我国国际贸易实践的意义有( )
  153. 在我国进出口业务中,一般由进货成本加上国内费用和净利润形成的价格是( )
  154. 某合同价格条款规定为“每公吨CIF纽约100美元”,这种价格是( )
  155. 制定关于贸易术语的国际贸易惯例的目的是为了( )
  156. 制定《国际贸易术语解释通则》的国际组织是( )
  157. 《1932年华沙-牛津规则》是国际法协会制订的专门用来解释( )合同的。
  158. 与FOB相比,CFR条件下卖方增加的责任是( )
  159. 按照D组术语成交,货物运抵指定进口国交货地的一切责任由( )
  160. 按照C组术语成交,货物启运后的风险由( )
  161. FOB条件下,风险划分的界线是( )
  162. 在EXW条件下,卖方将合同规定的货物( )时,完成交货。
  163. 国际货物买卖合同的核心条款是( )
  164. CIP或CIF条件下,如果双方未在合同中规定应投保的险别,是由卖方按惯例投保最低的险别,保险金额一般是合同金额的基础上加成(    )。
  165. 某公司出口大豆一批,合同规定大豆含油量最低为18%,水分最高为14%,杂质最高为1%,这种规定品质的方法是( )。
  166. 如果在合同中没有明确规定计重方法,按国际惯例应以( )计算。
  167. 运输标志,俗称唛头,主要作用是供收、发货人和运输途中的相关人员识别货物、核对单证。主要包括四项内容:(1) 收货人名称的英文缩写或简称;(2) 参考号码,如合同号、订单号或发票号等;(3) ( );(4)件数号码。
  168. 品名的主要功能是( )。
  169. 毛重与净重之差为( )。
  170. 定牌是指买方要求卖方在商品包装上免除任何商标或品牌,主要目的是避免浪费、节约成本。
  171. 凭商标品牌买卖适用于那些不宜采用规格描述,或无法完整地用规格描述的货物,如茶叶、水果等一些农副土特产品。
  172. 国际贸易中皮革、玻璃、地板、地毯、铁丝网等通常采用( )计量单位。
  173. 羊毛、生丝、原棉等纺织原料通常使用的计重方法是( )。
  174. 凡凭样品买卖,如合同中无其他规定,则卖方所交的货物( )。
  175. 国际服务贸易的特点是价值实体与使用价值可以分开,即同时发生转移。
  176. 国际服务贸易数据资料不反映在各国海关进出口统计上,而显示在各国国际收支表中。
  177. 选用国际贸易术语应考虑的因素有跨境交付、自然人流动、境外消费、商业存在。
  178. 国际服务贸易政策是各国对外贸易政策及其经济政策的重要组成部分。
  179. 国际服务贸易是指国际间 ( )的输入和输出的一种贸易方式
  180. 国际服务贸易的特点主要包括(    )
  181. 一国的服务提供者在另一国的领土内设立商业机构,在后者领土内为消费者提供服务的方式(    )
  182. 《服务贸易总协定》(GATS)有以下几个内容(    )
  183. 国际服务贸易政策的目标
  184. 各国服务贸易政策主要体现在国外立法、国外制度和政策措施方面以及文化传统、社会风俗等方面。
  185. 下列中国签署的自贸协定中采取负面清单管理模式的有( )
  186. 成员国之间生产要素不能自由流动的经济一体化形式是(    )
  187. 在区域经济一体化的形式中,欧盟处于( )
  188. 东南亚国家联盟属于哪种形式的区域经济一体化(    )
  189. 世界贸易组织允许自由贸易与( )并存
  190. 关税同盟必将会造成成员国福利水平的上升。
  191. 截止到2018年上半年,中国已经与24个国家和地区签订了16个自由贸易协定。
  192. 世界贸易组织的基本原则包括( )
  193. 在地区经济一体化的形式中,区内各国在经济、金融、财政鞥方面均完全统一,在成员国之间完全取消商品、资本、劳动力、服务等自由流动的人为障碍,这种形式是(    )
  194. 区域经济一体化最低级和最松散的形式是优惠贸易安排。
  195. 反倾销税的征收通常作为一种特定的持续性措施,是进口国保护本国相关产业和市场的手段之一。
  196. 目前世界贸易壁垒的主要形式是高关税,而不是数量限制和非关税措施。
  197. 公开拍卖可能是分配进口配额的最好方法。
  198. 非关税壁垒与关税壁垒相比( )
  199. 征收关税的目的在于( )。
  200. 缔约国一方保证缔约国另一方的公民、企业与本国公民、企业享有同等待遇的原则是( )
  201. 缔约国一方现在和将来所给予缔约国对方的特权、优惠及豁免待遇,应无条件的给予一方给予任何缔约国另一方,这是(    )
  202. 鼓励出口的具体措施主要包括( )。
  203. 进口存款制,又叫( )
  204. 进口附加税是一种( )
  205. 下列属于非关税壁垒措施的有( )
  206. 出口国在进口国的要求和压力下,自动限制出口到该国的商品数量,这是( )
  207. 下列不属于直接非关税壁垒的是( )
  208. 重商主义认为贵金属即国家财富,且财富产生于流通领域。
  209. 贸易乘数理论认为净出口的增加会给产出带来成倍的增长。
  210. 重商主义贸易政策主张政府要通过对贸易的干预实现贸易顺差。
  211. 出口导向战略最主要的局限性在于对国际市场的依赖性较强,尤其对出口依赖度高的小国,这种模式有一定的脆弱性,国际市场的风险会影响国内经济的稳定。
  212. 幼稚产业保护理论认为关税水平越高,对国内产业的发展就越有利。
  213. 李斯特认为在一国发展的所有阶段都有必要对本国产业提供保护。
  214. 亚洲“四小龙”选择的是进口替代型战略。
  215. 如果其他国家采取了报复性措施,战略性贸易政策可能会失效。
  216. 幼稚产业保护理论主张通过补贴来支持本国幼稚工业。
  217. 超保护贸易主义认为贸易保护措施不仅是防御性的,也应该采取促进本国企业战略国际市场的进攻性措施。
  218. 和国内经营企业相比,跨国公司在规避东道国的经济政策方面有更强的能力和可能性。
  219. 邓宁认为跨国公司的国际经营决策是由(    )、(    )和(    )决定的。
  220. 垄断优势理论认为,企业对外直接投资要具备的两个基本条件是(    )。
  221. 跨国公司实施内部贸易的动机包括(    )。
  222. A公司最初向甲国出口服装,后来在甲国投资设厂生产并销售服装,从而减少了对甲国服装的出口。在这个例子中,国际直接投资和贸易之间具有替代作用。
  223. 跨国公司只能通过股权形式,也就是持有分支机构足够比例的有投票权的股份来实现对海外分支机构的控制。
  224. 跨国公司必须有一个中央决策体系,但分支机构往往有各自不同的政策和战略目标。
  225. 跨国公司在全球从事生产活动使国际分工日益深化。
  226. 如果一个企业具备垄断优势但缺乏内部化优势和区位优势,它可以采取出口贸易的方式进入国际市场。
  227. 跨国公司向外扩张的主要手段是跨国证券投资。
  228. 重叠需求理论主要针对工业产品和制成品,而初级产品的贸易是由自然资源的禀赋不同而引起的。
  229. 从技术变化角度探讨比较优势动态演变的理论是( )
  230. 不能解释产业内贸易现象的理论有( )
  231. 根据产品周期理论,在产品的初始期,研究和开发的费用在成本的结构中占据最大的比率,因此拥有雄厚资本(物质资本、管理、营销所需的人力资本)的发达国家拥有比较优势。
  232. 一种产品的竞争优势并非长期固定在某一个特定的国家,而是从技术发明国转向生产成本较低的国家,描述这一现象的理论是(    )
  233. 依据( )理论,发达国家与发达国家之间的贸易需求更为强烈。
  234. 发展中国家在产品标准化阶段,凭借其低廉的劳动优势成为产品的净出口国。
  235. 按照产品周期理论(   )。
  236. 创新国为追求持续的利润,在产品的成长期和成熟期一直保持的对产品的生产及对外销售。
  237. 两国收入水平越接近,两国之间的需求结构越接近,从而两国之间进行贸易的基础也就越单薄。
  238. 下列关于技术差异论的表述哪一项是不正确的( )
  239. 下列( )属于李嘉图模型的假定前提条件。
  240. 以下属于古典贸易理论与要素禀赋理论区别的是(    )
  241. 以下哪种情况表明甲国是劳动丰裕型的国家。
  242. 对里昂惕夫之谜有如下解释(    )
  243. 要素禀赋理论是从( )角度探讨国际贸易的起因。
  244. 要素禀赋理论最早是由( )提出的。
  245. 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
  246. 资本相对丰富的国家在资本密集型产品上相对供给能力较强,故在资本密集型产品上具有比较优势,出口资本密集型产品。
  247. 国际贸易按商品流向划分,可分为(      )
  248. 国际分工与国际贸易之间的关系是(      )
  249. 根据对进口的原材料或零部件是否直接支付费用,可以将加工贸易分为来料加工和进料加工。
  250. 反映国际贸易地理方向的指标有(      )。
  251. 从一国对外贸易角度来说,(      )是指一国对外贸易额的地区分布和国别分布的状况。
  252. 国际分工对国际贸易的影响表现在(      )。
  253. 影响国际分工发展的因素有(      )。
  254. 世界市场进入迅速发展时期的动力是(      )。
  255. 对外贸易是(      )生产方式的基础和产物。
  256. 统一的国际市场的形成是在(      )。
  257. 对于所有单据货物描述要求和信用证最为一致的是海运提单,必须要和信用证相一致。
  258. 交易磋商中的还盘是(     )
  259. 信用证项下汇票的付款人是开证申请人。
  260. 合同只有书面合同这一种形式。
  261. 在落实信用证的过程中(  )是必不可少的重要环节。
  262. 在合同中规定以毛重作为计价基础的做法,称为“以毛作净”。
  263. FOB、CFR和CIF的主要区别在于(     )。
  264. 关于海洋运输方式的特点,下列说法错误的是( )。
  265. 品名的主要功能是(     )。
  266. 以下术语中,仅适用于水路运输的是(    )
  267. 世贸组织的透明度原则要求所有的贸易政策都应该在其实施之前予以公布。
  268. 某国对某种商品进口的数量或金额规定最高限额,达到限额后便不再允许进口,这种措施称为()。
  269. 目前,中国的区域经济一体化合作形式虽然都是自由贸易区,但是与成员国的合作领域和合作深度不断扩展和加深,促进了区域之间的经济合作。
  270. 区域经济一体化程度最高的是(   )
  271. 里昂惕夫之谜是指工业化国家比发展中国家间更容易发生贸易。
  272. 赫克歇尔-俄林理论认为导致不同国家间相对商品价格差异的最主要原因是
  273. 国际贸易是指世界各国(地区)之间的()。
  274. 亚当.斯密的的绝对优势理论认为( )。
  275. 原始社会后到资本主义社会前,人类社会出现的几次社会大分工为(      )
  276. 就进出口企业而言,获得融资的渠道主要有(     )
  277. 假定每单位A产品的生产需要20单位劳动与4单位土地,每单位B产品的生产需要1单位劳动与4单位土地,如果本国有1200单位劳动与2000单位土地,外国有400单位劳动和500单位土地,那么根据H-O定理可知(      )
  278. 散装货是指没有外部包装,直接散装在运输工具上的货物,比如:(    )。
  279. 交易磋商中的还盘是(      )
  280. 进口商品的相关海关信息包括(      )
  281. 技术性贸易壁垒包括(      )
  282. 国际分工的发展阶段包括(      )
  283. 在欧洲经济一体化后,在欧洲人看到不同国家的人们驾驶着来自同一国家的汽车,林德认为国家贸易产生的原因是(      )
  284. 根据中国《海洋货物运输保险条款》的规定,下列(    )属于一般附加险。
  285. 运输标志,俗称唛头,主要作用是供收、发货人和运输途中的相关人员识别货物、核对单证。主要包括四项内容:(    )。
  286. 某公司出口大豆一批,合同规定大豆含油量最低为18%,水分最高为14%,杂质最高为1%,这种规定品质的方法是(    )。
  287. 某发盘人在其订约建议中加有“仅供参考”,是这一订约建议为(    )
  288. 跨国公司通过在东道国投资生产产品,减少了母公司对东道国的出口,这种情况下,直接投资对贸易具有(      )效应。
  289. 亚马逊在中国开办网站,为中国消费者提供网络购物服务,这属于哪种服务贸易提供方式?
  290. 印度是软件生产大国,拥有的资本绝对量大于新加坡,但是人均资本量小于新加坡,那么与新加坡相比,印度是(      )
  291. “at 30 days after the date of the draft”是汇票付款日期的哪种记载形式(    )
  292. 如果在合同中没有明确规定计重方法,按国际惯例应以(     )计算。
  293. 国际贸易按商品流向划分,可分为(     )。(1)出口贸易(2)进口贸易(3)转口贸易(4)过境贸易(5)直接贸易
  294. 自由贸易政策的核心是(      )
  295. 水渍险不承保(    )。
  296. “票据一旦做成,票据上的权利即与其出票的原因相分离,成为独立的票据债权债务关系”是指票据的(    )
  297. 下列不可抗力的构成条件中,错误的是(      )
  298. 赫克歇尔-俄林理论认为导致不同国家间相对商品价格差异的最主要原因是(      )
  299. 亚当.斯密的的绝对优势理论认为(      )
  300. 对信用证加以保兑的银行,对信用证项下的债务(      )
  301. 由出口商签发的要求银行在未来某指定时间付款,并经付款人承兑的汇票既是银行汇票,又是远期银行承兑汇票。
  302. 国际直接投资降低了企业从东道国进口产品的必要性,因此国际直接投资和国际贸易之间仅具有替代关系。
  303. 询盘行为对于询盘人和被询盘人也有法律上的约束力。(      )
  304. “后T/T”是一种有利于出口商的收汇方式。
  305. 不记名提单无须背书即可转让,在实际业务中因其方便而广泛使用。
  306. CFR术语有多种变形,其目的是明确风险划分的界限。
  307. 产品生命周期处于成长期,决定比较优势的因素是非熟练劳动力。
  308. 单件运输包装中最常见的就是瓦楞纸箱,这种纸箱轻便牢固,弹性好,对一些轻泡、易碎的商品有良好的防震作用。
  309. 承兑交单最易为买方接受,有利于达成交易,所以在出口业务中,应扩大对承兑交单的使用。
  310. 当被保险货物遭受承保范围内的灾害事故时,由保险人或被保险人以外的第三者采取救助行为而花费的费用称为施救费用。
  311. 服务贸易总协定对发展中国家在服务业开放进程、开放程度、限制措施的使用等方面给与了特殊的优惠。
  312. 出口检验的申请一般应在发运前7~10天做出。
  313. 在交易磋商中,买卖双方必须至少就主要交易条件进行磋商并达成一致意见,才能最终成交并签订合同。 (         )
  314. 进口配额制主要有(    )和(    )两种形式。
  315. 产品生命周期处于初始期,决定其比较优势的因素是(      )
  316. 公量指用科学方法测定商品的干净重,再加上国际公定回潮率与干净重的乘积所得的重量。这种计重方法适用于经济价值较高而水分含量极不稳定的商品,例如:(    )。
  317. 与INCOTERMS2000相比,INCOTERMS2010新增加了以下哪几个术语(    )。
  318. 关于跨国公司内部贸易,哪些说法是正确的?(      )
  319. 关于电汇以下描述正确的是。(     )
  320. 重叠需求理论的核心思想是两国之间贸易关系的密切程度是由两国(   )决定的。
  321. 母公司通过何种方式实现对子公司生产经营、投资与融资决策、资金管理和人事安排等重大活动的绝对控制权?
  322. 产业内贸易更容易发生在(      )
  323. 构成共同海损的条件是(    )。
  324. 若德国和英国在同一劳动时间内分别生产10码毛呢,15码麻布和10码毛呢,20码麻布,那么急于比较利益原则的分工格局为(      )
  325. 东道国革命、政变等风险被称为(      )。
  326. 中国在东北生产并出口水泥,而从泰国进口水泥,属于(      )
  327. 汇票按照出票人可分为(    )
  328. 林德需求重叠理论(      )
  329. 我某公司出口稻谷一批,因保险事故被海水侵泡多时而丧失其原有用途,货物到达目的港后只能低价出售。此种损失属于(      )。
  330. 海运提单中的运费一栏,当贸易术语分别是FOB和CIF时应如何填写(      )
  331. 在国际贸易中,出口商品和进口商品价格之间的比率叫做(    )
  332. 歧视性政府采购政策要求政府优先使用(      )
  333. 一般情况下,跨国公司对子公司的控制权通过股权安排来实现。
  334. 信用证内容的修改,受益人可以全部接受也可以部分接受。
  335. GATS文本的主要内容包括一个序言、六个部分、八个附件。
  336. 进出口双方在签订合同时,并不能够预料未来争议的具体情况和细节,因此不必提前规定相关索赔条款。
  337. 信用证是银行与信用证受益人之间存在的一项契约,该契约以贸易合同为依据开立,所以信用证应受到贸易合同的牵制。
  338. 接受必须采用声明或行为的方式做出,沉默不等于接受。(       )
  339. 对外直接投资对贸易具有替代作用,因此跨国公司的发展阻碍了全球贸易发展(      )
  340. 共同海损是部分海损中的一种。
  341. 无牌是指买方要求卖方在商品包装上免除任何商标或品牌。主要目的是避免浪费、节约成本,通常用于一些尚待进一步加工的半制成品。
  342. 供货合同是出口商落实货源的基础,是顺利完成外销合同的保障。
  343. 关税同盟的成立一定能够促进成员国福利的提升。
  344. 出口导向战略最主要的局限性在于对国际市场的依赖性较强,尤其对出口依赖度高的小国,这种模式有一定的脆弱性,国际市场的风险不会影响国内经济的稳定。
  345. H-O定理是建立在规模报酬递增基础上的。
  346. 共同海损分摊时,涉及的受益方包括(    )。
  347. 要素禀赋理论的假定前提条件是(      )
  348. 规模经济更容易发生在(      )
  349. 对里昂惕夫之谜的解释包括(      )
  350. 下列属于一般附加险的有(    )。
  351. 买方不按时开证的原因(    )
  352. 下列选项中,哪些是发展中国家走工业化道路的动机:(    )
  353. 按照中国保险条款的规定,一切险的责任范围是指(    )再加上一般外来原因所致的全部或部分损失。
  354. 沃尔玛在中国开立山姆会员店提供零售服务属于(      )。
  355. 在合同规定以信用证付款的条件下,谁负有申请开立信用证的义务(      )
  356. 区域经济一体化程度最高的是(    )
  357. 在国际贸易中,交易磋商中的主要交易条件一般不包括(    )
  358. 假如一国的进口价格指数不变,出口价格指数出现上升,那么其贸易条件将会(      )
  359. 与国内贸易相比,国际贸易具有以下特点(      )
  360. 合同中支付条款的基本内容一般包括(      )
  361. 普遍优惠制的原则是(      )
  362. 下列哪一项不属于WTO服务贸易总协定的基本原则?
  363. 中国游客在日本旅游时享受了当地旅馆服务,这属于哪种服务贸易提供方式?
  364. 托运人凭(    )向船公司或其代理人换取正式提单。
  365. 关税同盟的重要特点是(    )
  366. 关税升级措施主要是在采用(    )
  367. 在交易磋商中,有条件的接受是(    )
  368. 根据中国《海洋货物运输保险条款》的规定,承保范围最小的基本险别是(    )。
  369. 汇付和托收都属于商业信用,所以这两种支付方式使用的汇票属于(      )
  370. 克鲁格曼认为产业内贸易产生的根本原因在于(      )
  371. 在落实信用证的过程中(    )是必不可少的重要环节。
  372. 根据我国《海关法》规定,出口货物的发货人或其代理人除海关特许外,应当在装货的24小时以前向海关申报。
  373. 进口替代战略以比较优势为基础,具有自由贸易政策导向。
  374. 如果瑞士旅行靴的进口增加,英国皮靴制造商就会收到损失。
  375. 通知行审证和卖方审证是审证的两个环节,其中卖方审证最重要。
  376. 可转让信用证只能转让一次,所以第二受益人只能有一个。
  377. 早在原始社会末期就已经产生了最初的国际贸易。
  378. 根据《公约》的规定,受盘人对发盘表示接受,可以有几种方式,下列哪项不属此列:( )
  379. 海默认为跨国公司对外进行直接投资要具备的两个基本条件包括(      )。
  380. 一家企业被认为是跨国公司需要满足哪几个条件?(      )
  381. 在国际贸易中,交易磋商中的一般交易条件包括(    )
  382. 一般情况下,CIF价比FOB价要多考虑(    )
  383. (    )是指卖方在商品包装上使用买方指定的商标或牌号。主要目的是利用买方的经营能力和商誉扩大出口,通常多用于加工贸易。
  384. 以下适用“水上危险”原则确定责任起讫的险种是(    )。
  385. 各国对本国服务业进行保护的主要方式为(    )。
  386. FCA条件下,风险划分的界线是( )
  387. 关于罚金条款下列说法错误的是(      )
  388. 按《2010年通则》的规定,以C组贸易术语成交签订的合同,都属于装运合同。
  389. 服务贸易被正式纳入多边贸易体制的管辖是东京回合谈判的重要成果。
  390. 合同中的单价条款包括(    )
  391. 跟单托收可分为(      )
  392. 关税同盟应具备的条件有( )
  393. 国际贸易中皮革、玻璃、地板、地毯、铁丝网等通常采用(    )计量单位。
  394. 与关税壁垒相比, 非关税壁垒措施对商品进口起到限制的特点具有(      )
  395. 卖方承担的风险、责任和费用最小的贸易术语是(    )
  396. 比较优势理论认为,国际贸易的驱动力是(      )
  397. 企业仅有所有权优势和内部化优势而无区位优势,此时可采取的国际化方式是(      )。
  398. 2. 出超指的是一定时期内一国出口总额(    )进口总额。
  399. 2. 国际货物贸易和国际服务贸易相互之间没有关系。
  400. 3.国际服务贸易的标的是难以储存和反复装让的。
  401. 3. 世界出口货物总额小于世界进口货物总额, 因为各国一般都是按(    )价格计算出口额,按(     )价格计算进口额。
  402. 1.一国某一时期的出口总额超过进口总额时,称为(     )
  403. 2.以下属于国际服务贸易的有 (   )
  404. 1.国际贸易的特点是(      )
  405. 1. 一国的对外贸易依存度越高越好。
  406. 国际贸易在奴隶社会和封建社会占当时社会经济的主要地位。(     )
  407. 国际贸易产生的两大条件是(  )
  408. 在封建社会,国际贸易的主要商品是(     )。
  409. 2.在封建社会的早期阶段,罗马帝国的首都君士坦丁堡是最大的国际贸易中心。(   )
  410. 哪个时期国际贸易额出现空前增加?(    )。
  411. 奴隶社会的国际服务贸易的有哪些特点(  )
  412. 1.国际贸易产生于哪个时期(  )
  413. 3.自由竞争时期的国际贸易种类越来越多,粮食也成为大宗的贸易商品。(  )
  414. 按照《2000通则》的解释,FOB术语只适用于( )
  415. 有一份出售一级大米的合同,按FOB条件成交,装船是经公证人检验,符合合同规定的品质条件,卖方在装船后及时发出装船通知。但航行途中由于舱汗,大米部分受潮,品质受到影响。当货物到达目的港后,只能按三级大米价格出售,因而买方要求卖方赔偿损失。试问在上述情况下, 该项损失应由谁负责?
  416. FOB这一术语后要注明(      )
  417. 我方进口商以FOB条件从巴西进口橡胶,但是我方由于租船困难,不能在合同规定的时间内到装运港接运货物,从而出现了较长时期的货等船现象,于是巴西方面要求撤销合同并向我方进口商提出赔偿损失的要求。巴西出口商的做法是否合理?
  418. 我与美商达成的合同采用FOB价格条件,规定的交货时间为2010年3-4月份,可是到了4月30日,买方指派的船只还未达到上海港,结果货物在5月2日在仓库失火而全部灭失。       问:发生灭失的风险由谁来承担?
  419. FOB Under Tackle条件下,装船费用由( ).
  420. 与FOB相比,CFR条件下卖方增加的责任是(    )
  421. 以CFR Landed Rotterdam 术语成交,卖方的交货地点是 (   )
  422. CFR 贸易术语中风险转移的分界线是( )
  423. 按照现行的国际贸易惯例解释,若以CFR条件成交,买卖双方风险划分是以( )
  424. CIF Landed New York 风险的划分 (   )
  425. 就卖方承担的费用而言,以下正确的是( )
  426. 在以CIF和CFR术语成交的条件下。货物运输保险分别由卖方和买方办理。运输途中货物灭失和损坏的风险(   )。
  427. CIF贸易术语的变形主要是要解决(    )
  428. 从交货方式看,CIF是典型的象征性交货,这一原则的正确含义是(   )
  429. 按《2000通则》解释,采用FCA条件成交时, 风险转移的地点(     )。
  430. 《2000年通则》规定,采用FCA术语时,卖方将货物运往承运人所在地途中发生的货物损失由( )
  431. 采用FCA术语,货物运输契约由(   )订立。
  432. 按《2000通则》的解释,在CPT条件下未及时订立运输契约的损失由()负担。
  433. 对于CPT和CFR区别,论述错误的是 (    )
  434. 对于CIF 和CIP的区别,论述错误的是( )
  435. 根据《2010年通则》的解释,CIP,CPT,FCA 的相同指出表现在( )
  436. 一般情况下,由卖方办理出口手续的术语有()
  437. “龙口粉丝”中用来表示商品品质的方法是(  )
  438. 卖方根据买方提供的样品加工复制出一个类似的样品提供买方确认,经确认的样品叫( )
  439. 在国际货物买卖中,商品的品质(    )
  440. 品质公差条款一般用于(    )
  441. 可以按“良好平均品质”进行买卖的商品是(  )。
  442. 溢短装条款主要包括()
  443. 如果在合同中未明确规定用何种方法计算重量和价格的,按惯例应以( )计。
  444. “以毛做净”的计算方法可适用于( )
  445. 出口羊毛、生丝、棉纱等经济价值较大而水分含量极不稳定的商品时,计量方法通常采用()
  446. 目前国际贸易中使用最多的一种计量方法是()。
  447. 打、罗、令等计量单位一般用于()
  448. 数量条款主要涉及()
  449. 采用中性包装的目的是(  )
  450. 必须在运输包装上打印警告性标志的商品有(  ) A. B. C.  D.E.
  451. 商品包装在流通领域中所起作用不同分为(    )
  452. 直接接触商品并随商品进入零售网点和消费者见面的包装叫(    )
  453. 包装上仅有买方指定的商标或牌名,但无生产国别的包装方式是( )
  454. 按照《联合国国际货物销售合同公约》,受盘人表示接受的方式有:(         )
  455. 交易磋商过程中,必不可少的两个法律环节是(     )
  456. 交易磋商一般都要经过的阶段是(       )。
  457. 根据《公约》规定,发盘内容必须十分确定,所谓十分确定,指在发盘中,应包括的要素有(       )
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