题目
英语翻译
3.In the excitement and,indeed,drama of digital media options,we sometimes forget the powerful role personal selling has across many integrated brand promotion strategies
4.This first part of the book lays out the broad landscape of the advertising and IBP processes that expose us to brands and what they have to offer.
8.The message in Exhibit 1.4,sponsored by Trojan公司,is an advertisement because it is paid-for communication.
10.After all,Victoria’s Secret had done a great job with bold television advertising featuring Tyra Banks and Gisele Bunfchen,not to mention those direct mail catalogs
3.In the excitement and,indeed,drama of digital media options,we sometimes forget the powerful role personal selling has across many integrated brand promotion strategies
4.This first part of the book lays out the broad landscape of the advertising and IBP processes that expose us to brands and what they have to offer.
8.The message in Exhibit 1.4,sponsored by Trojan公司,is an advertisement because it is paid-for communication.
10.After all,Victoria’s Secret had done a great job with bold television advertising featuring Tyra Banks and Gisele Bunfchen,not to mention those direct mail catalogs
提问时间:2020-07-25
答案
第一段:当人们沉浸在数字媒体所带来的多元化的选择中而激动不已时,我们有时会忽略在一个完整的品牌宣传战略中,个人销售所扮演的重要角色.第二段,本书第一部分描述了广告业以及IBP过程的大致图景,向我们揭晓了广告的内涵以及它所传达的实质.第三段,在“展览品14,由trojan公司赞助”这句话中所包涵的信息体现了其是一条广告,因为它是通过付费达到交换信息的目的 第四段,由帝拉邦克斯和吉赛尔邦臣领衔的影片《维多利亚的密密》中,在纯粹的电视广告宣传方面地确干的不赖,更别提那些直邮广告的宣传画册了
举一反三
已知函数f(x)=x,g(x)=alnx,a∈R.若曲线y=f(x)与曲线y=g(x)相交,且在交点处有相同的切线,求a的值和该切线方程.
我想写一篇关于奥巴马的演讲的文章,写哪一篇好呢?为什么好
奥巴马演讲不用看稿子.为什么中国领导演讲要看?
想找英语初三上学期的首字母填空练习……
英语翻译
最新试题
- 1同类项:两个单项式,所含( )相同,并且( )也相同.
- 29999×102—10000×101简便方法
- 3难忘的第一次怎么写
- 4设函数f(x)=cos(根号3x+A)(0<A<π),若f(x)+f′(x)为奇函数,则A=?
- 5已知函数fx=—负x2+ax+a有两个不同的零点,x1x2且x1小于1,x2大于1则实数a的取值范围
- 62x分之3=x-1分之1的解为?
- 7感应电流的大小与导线切割的速度大小有关吗?
- 875比( )多25%,( )比16少40%.如果一个圆的面积扩大到原来的4倍,则它的直径( ).3是5的( )%,4是( )的200%,5比4多( )%,( )比4少25%
- 91:《孟子》二章中“_____________,______________”告诫我们要有忧患意识.
- 10二项式(x+2/x)12的展开式中常数项是第_项.
热门考点