早教吧作业答案频道 -->英语-->
1.Englishisveryuseful(改为感叹句)usefulsubjectEnglishis!2.Shellwegooutforawalk?(同义句)Howoutforawalk?3.Maryvisitedthenewschool.(改为反义疑问句Maryvisitedthenewschool,?
题目详情
1.English is very useful(改为感叹句)
___ ____ useful subject English is !
2.Shell we go out for a walk?(同义句)
How ___ ____out for a walk?
3.Mary visited the new school.(改为反义疑问句
Mary visited the new school,____ ____?
___ ____ useful subject English is !
2.Shell we go out for a walk?(同义句)
How ___ ____out for a walk?
3.Mary visited the new school.(改为反义疑问句
Mary visited the new school,____ ____?
▼优质解答
答案和解析
what a (注:不用an u发音是辅音的)
about going
didn't she
准确!
about going
didn't she
准确!
看了 1.Englishisver...的网友还看了以下:
A是n阶矩阵,r(A+E)+r(A-E)=n,证明A^2=E稍微具体一点行不。 2020-04-05 …
设n阶实方阵A=A^2,E为n阶单位矩阵,证明:R(A)+R(A-E)=n 2020-04-05 …
设A是n阶矩阵A^2=E,证明r(A+E)+r(A-E)=n,的一步证明过程不懂由A^2=E,得A 2020-05-14 …
设A为n阶矩阵有A的2次方等于E.求证r(A+E)+r(A-E)=n. 2020-05-14 …
设n方阵A满足A^2=A,E为n阶单位矩阵,证明R(A)+R(A-E)=n 2020-05-15 …
设n阶矩阵A满足A*A=A,E为n阶单位阵,证明:R(A)+R(A-E)=n 2020-05-15 …
设A为n*n矩阵,证明:如果A^2=E,那么R(A+E)+R(A-E)=n 2020-05-15 …
线性代数求解有n阶矩阵A,满足(A+E)(A-E)=0,怎么得出R(A+E)+R(A-E)≤n不懂 2020-06-28 …
a,e,n,c,l组成单词 2020-10-31 …
英语:下1.将下联打乱的字母组成单词,并写出汉语意思1.a,e,h,g,c,n[]2.e,i,s,t 2020-12-10 …