题目
英语口试topic:what do you think of the development of transportation in Shanghai
英语口试topic:What do you think of the development of transportation in shanghai
用不少于六句话描述(不要太复杂 差不多半分钟可以描述完的)
我想到的短语有
It is neccessary to develop the transportation
With the rise of the population
the development of china in the future.
如果能用到这几个最好 好的话我不会吝啬分的
一楼的 您再说什么。topic是啥不明白么。
二楼:应试教育不需要任何感情 记住 这儿是中国
英语口试topic:What do you think of the development of transportation in shanghai
用不少于六句话描述(不要太复杂 差不多半分钟可以描述完的)
我想到的短语有
It is neccessary to develop the transportation
With the rise of the population
the development of china in the future.
如果能用到这几个最好 好的话我不会吝啬分的
一楼的 您再说什么。topic是啥不明白么。
二楼:应试教育不需要任何感情 记住 这儿是中国
提问时间:2020-06-25
答案
你的问题就是太书面化,没有自己的感情.
Ithink in's a risingtide to develop the transportation judging from the world trend.And it is also the symbol of civilisation.It can stand for a nation'seconomy.Without the development oft ransportation ,man can not even improve the efficiency on their job!
So in my humble opinion,if you can not stop the develop in the world,you just must hold a positive attitude to the development of transportation in Shanghai
Ithink in's a risingtide to develop the transportation judging from the world trend.And it is also the symbol of civilisation.It can stand for a nation'seconomy.Without the development oft ransportation ,man can not even improve the efficiency on their job!
So in my humble opinion,if you can not stop the develop in the world,you just must hold a positive attitude to the development of transportation in Shanghai
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
热门考点
- 11.26里面有_个百分之一.
- 2小行星与行星的区别
- 3Sn=1/2+3/2^2+5/2^3+...+(2n-1)/2^n求和
- 4大气中百分之九十的氧气来自什么植物光合作用释放的?
- 5最大气泡法测定溶液表面张力中,毛细管的清洁与否和温度的不稳定对测量结果有何影响?
- 6how we could get there,麻烦提供回答句
- 7已知线段AB=10厘米,直线AB上有一点C,且BC=4厘米,M是线段AC的中点,求AM的长度(初一关于直线、射线、线段的
- 8说蛋白质是收缩 运输 免疫等功能的物质基础和调节细胞与生物体代谢的重要物质
- 9圆台上、下底面积分别为π,4π,侧面积位6π,这个圆台的体积是多少?
- 10怎样判断一个式子能否用提公因式法分解因式?怎样判断一个式子能否用公式法因式分解