早教吧作业答案频道 -->英语-->
face to face造句这个短语是副词,请给造五个句子,并说明在句子中的属性,
题目详情
face to face造句
这个短语是副词,请给造五个句子,并说明在句子中的属性,
这个短语是副词,请给造五个句子,并说明在句子中的属性,
▼优质解答
答案和解析
这个短语是副词,作状语吗?请给造五个句子,并说明在句子中的属性,谢谢!:
I have decided to talk to him face to face tomorrow.
或
This is the first time they meet each other face to face.
或
He never dare to say it to him face to face.
或
They are standing there face to face
或
Face to face, and he calls him a coward.
以上的face to face(面对面地..)全部都是以副词使用,全部句子也是作状语.
很希望会对你有帮助.
I have decided to talk to him face to face tomorrow.
或
This is the first time they meet each other face to face.
或
He never dare to say it to him face to face.
或
They are standing there face to face
或
Face to face, and he calls him a coward.
以上的face to face(面对面地..)全部都是以副词使用,全部句子也是作状语.
很希望会对你有帮助.
看了 face to face造句...的网友还看了以下:
无穷小与极限为0的区别f(0)=0,f(x)在点X=0处可导的充分必要条件是limh->0f(2h 2020-04-27 …
对于任意正数a,b有f(ab)=f(a)+f(b),且f(1)的导数=1 证明f(x) 在零到正无 2020-05-13 …
两个可导函数乘积是否可导?为什么?例题:f(x)在a,b上连续,在(a,b)内可导,且f(a)=0 2020-05-14 …
这个问题我想了很久,是否存在这样一种情况:函数f(x)在x=x0时可导,但导函数f'(x)在x=x 2020-05-14 …
设函数f(x)在0,1上连续,在(0,1)内可导,且3∫f(x)dx=f(0),(上限为1,下限为 2020-05-14 …
证明lim(h→0)[f(x0+h)+f(x0-h)-2f(x0)]/h^2=f’’(x0)已知f 2020-05-17 …
请教数学高手为我解答一个奇函数的问题!定义在R上的奇函数f(x)满足f(x+1)=-f(x),且在 2020-06-06 …
已知函数y=f(x)在t=0处可导,且具有性质f(t+s)=(f(t)+f(s))/(1-f(t) 2020-06-08 …
一道高数导数题①设f(x)在x=x0的某邻域可导,且f'(x0)=A,则lim(x→x0)f'(x 2020-06-10 …
高等数学问题设f(0)=0则f(x)在点x=0可导的充要条件是:其中有个选项是limf(h-sin 2020-06-18 …