![《税收筹划》第04章在线测试](data:image/png;base64,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)
窗体顶端 答题须知:1、本卷满分20分。 2、答完题后,请一定要单击下面的“交卷”按钮交卷,否则无法记录本试卷的成绩。 3、在交卷之前,不要刷新本网页,否则你的答题结果将会被清空。 | 第一题、单项选择题(每题1分,5道题共5分) | 1、小规模纳税人提供金融服务,征收率() | | 2、如果企业已经取得增值税专用发票,一定要在()日内到税务机关办理认证。 | | 3、销售自行开发的房地产老项目,选择简易计税方法,税率为() | | 4、发生金融业服务的纳税人应税服务的年销售额超过()万元,应当向主管税务机关申请增值税一般纳税人资格登记。 | | 5、生活服务征收税率为() | | |
| 第二题、多项选择题(每题2分,5道题共10分) | 1、下列哪些利息收入免征增值税() | A、2016年12月31日前,金融机构农户小额贷款。 | B、国家助学贷款 | 意思的拼音C、国债、地方政府债 | D、人民银行对金融机构的贷款 | |
| 2、下列各项中,符合增值税纳税义务发生时间的是() | A、委托其他纳税人代销货物,为提供劳务同时收讫销售款或取得索取销售款凭据的当天 | B、采用预收款结算方式,为发出货的当天 | C、采用分期付款结算方式,为收到首期货款的当天 | D、销售应税劳务,为提供劳务同时收讫销售额或取得索取销售款凭据的当天 | |
| 3、“营改增”新政,现代服务包括() | A、信息技术服务 | B、文化创意服务 | C、租赁服务 | D、鉴证咨询服务 | |
| 4、下列关于个体工商户销售购买的住房征收增值税的说法中正确的是() | A、北上广深以外的地区,个人将购买不足2年的住房对外销售的,按照5%的征收率全额缴纳增值税。 | B、北上广深以外的地区,个人将购买2年以上(含2年)的住房对外销售的,免征增值税。 | 神话传说的成语C、北上广深地区,个人将购买不足2年的住房对外销售的,按照5%的征收率全额缴纳增值税。 | D、北上广深地区,个人将购买2年以上(含2年)的普通住房对外销售的,以销售收入减去购买住房价款后的差额按照5%的征收率缴纳增值税。 | |
| 5、下列关于租赁服务的可抵扣进项税率,正确的是() | A、有形动产的融资租赁服务、经营租赁服务,抵扣税率17% | 圣诞平安夜B、无形动产租赁,抵扣税率11% | C、2016年4月30日前取得的不动产租赁,抵扣税率11% | D、2016年5月1日后取得的不动产租赁(个人、个体户的住宅),抵扣税率5% | |
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| 第三题、判断题(每题1分,5道题共5分) | 1、纳税人提供有形动产经营租赁服务、有形动产融资租赁服务,符合规定条件,可以采用简易计税,试用3%的征收率。 | | 2、非正常损失的专用发票能抵扣。 | | 3、职工集体福利和个人消费的专用发票不得抵扣。 | | lol武器大师 4、不动产对外投资,视同销售不动产,按照公允价值计算缴纳增值税。 | | 5、若小规模纳税人提供的应税金融服务未达到起征点,免征增值税;达到起征点的,全额计算缴纳增值税。 | | |
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恭喜,交卷操作成功完成!你本次进行的《税收筹划》第04章在线测试的得分为 20分(满分20分),本次成绩已入库。若对成绩不满意,可重新再测,取最高分。
测试结果如下:
∙1.1 [单选] [对] 小规模纳税人提供金融服务,征收率()
∙1.2 [单选] [对] 如果企业已经取得增值税专用发票,一定要在()日内到税务机关办理认证。
∙1.3 [单选] [对] 销售自行开发的房地产老项目,选择简易计税方法,税率为()
∙1.4 [单选] [对] 发生金融业服务的纳税人应税服务的年销售额超过()万元,应当向主管税务机关申请增值税一般纳税人资格登记。
∙1.5 [单选] [对] 生活服务征收税率为()
∙2.1 [多选] [对] 下列哪些利息收入免征增值税()
∙2.2 [多选] [对] 下列各项中,符合增值税纳税义务发生时间的是()
∙2.3 [多选] [对] “营改增”新政,现代服务包括()
∙2.4 [多选] [对] 下列关于个体工商户销售购买的住房征收增值税的说法中正确的是()
∙2.5 [多选] [对] 下列关于租赁服务的可抵扣进项税率,正确的是()
∙3.1 [判断] [对] 纳税人提供有形动产经营租赁服务、有形动产融资租赁服务,符合规定条件,可以采用简易计税,试用3%的征收率。
∙3.2 [判断] [对] 非正常损失的专用发票能抵扣。
∙3.3 [判断] [对] 职工集体福利和个人消费的专用发票不得抵扣。
∙什么是会计电算化3.4 [判断] [对] 不动产对外投资,视同销售不动产,按照公允价值计算缴纳增值税。
∙3.5 [判断] [对] 若小规模纳税人提供的应税金融服务未达到起征点,免征增值税;达到起征点的,全额计算缴纳增值税。
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