早教吧作业答案频道 -->英语-->
Idon'tknowhowthefoodshould(keep)insummer.TheteacherpunishedthenaughtyboymakinghimtellastoryFrench.A.withbyB.bu;withC.by;inD.in;bySunglassesprojectoureyesbrightsunlight.A.awayB.outofC.fromD.faraway翻
题目详情
I don't know how the food should ___ (keep)in summer.
The teacher punished the naughty boy ___ making him tell a story ___ French.
A.with by B.bu;with C.by;in D.in;by
Sunglasses project our eyes ___ bright sunlight.
A.away B.out of C.from D.far away
翻译句子:
She is often __________________________ in the room.
经常有人听到她在房间里唱歌.
Two charity shows ______________________________ in our school last year.
去年,我校成功举办了两场为贫困学生筹款的慈善演出
The teacher punished the naughty boy ___ making him tell a story ___ French.
A.with by B.bu;with C.by;in D.in;by
Sunglasses project our eyes ___ bright sunlight.
A.away B.out of C.from D.far away
翻译句子:
She is often __________________________ in the room.
经常有人听到她在房间里唱歌.
Two charity shows ______________________________ in our school last year.
去年,我校成功举办了两场为贫困学生筹款的慈善演出
▼优质解答
答案和解析
1 be kept
2 C
3 C
4 heard to sing
5 were held to raise money for the poor students
2 C
3 C
4 heard to sing
5 were held to raise money for the poor students
看了 Idon'tknowhowt...的网友还看了以下:
高二不等式比较大小已知f(x)=(1+√(1+x))/x,a、b是两个不相等的实数,则下列不等式正 2020-04-26 …
已知f(x)=2x-2-x,a=(79)12,b=(97)12,c=log279,则f(a),f( 2020-05-13 …
已知f(x)在定义域(0,正无穷)且f(x)为增函数.f(xy)=f(x)+f(y),f(3)=1 2020-06-02 …
高数题目设f(x)在[a,b]上可导,又f'(x)+[f(x)]^2-∫(a到x)f(t)dt=0 2020-06-12 …
设f(x)在(0,+∞)内有定义,若f(x)x单调减少,则对a>0,b>0.有()A.f(a+b) 2020-06-12 …
设在a的某邻域内有f(x)有连续的二阶导数,且f'(a)不等于0,求w=(x->a)lim{[[1 2020-06-16 …
一次函数,1.f(x)=2x+a,f(1)=4,求a的值2.设y=f(x)为一次函数,已知f(2) 2020-07-09 …
已知f(x)在区间(﹣∞,+∞)上是减函数,a,b∈R,且a+b≤0,则下列正确的是?A.f(a) 2020-07-14 …
已知函数f(x)是R上的增函数,对实数a,b,若a+b>0,则有()A.f(a)+f(b)>f(- 2020-08-01 …
已知f(x)在R上是增函已知f(x)在R上是增函数,a,b∈R,且a+b≤0,则有[]A、f(a)+ 2020-12-08 …