早教吧作业答案频道 -->英语-->
在文章内填空Thisisabignature().Therearemany()init.Thetwo()arerunning.Thetigers()sleeping.whataboutthebaby(oh,sheis()()neartheriver.canyouseethemonkeys?yes,theyare().arethereany(yes,theyare()thebambo
题目详情
在文章内填空
This is a big nature ( ).
There are many ( )in it.
The two ( )are running .
The tigers( )sleeping .
what about the baby (
oh,she is ( ) ( )near the river.
can you see the monkeys?
yes,they are ( ).
are there any (
yes,they are ( )the bamboo.
This is a big nature ( ).
There are many ( )in it.
The two ( )are running .
The tigers( )sleeping .
what about the baby (
oh,she is ( ) ( )near the river.
can you see the monkeys?
yes,they are ( ).
are there any (
yes,they are ( )the bamboo.
▼优质解答
答案和解析
This is a big nature ( forest).There are many (animal )in it.The two ( dogs )are running .The tigers( are )sleeping .what about the baby (tiger oh,she is ( drinking) ( water )near the river.can you se...
看了 在文章内填空Thisisab...的网友还看了以下：
设A是n阶矩阵，证明：A2=2I-A⇔r（A+2I）+r（A-I）=n． 2020-05-14 …
设A为n阶矩阵,证明：R(A+I)+R(A-I)>=n已知R(A)＝R(kA),k≠0；R(A+B 2020-05-14 …
可以参考的公式是：s[1]=a[1];s[n]=s[n-1]>=0?s[n-1]+a[n]:a[n 2020-05-14 …
若已知一个栈的输入序列为1,2, 3,…,n;其输出序列为P1,P2,…,Pn。若P1=n,则Pi为 2020-05-23 …
线性代数将二次型∑（Xi-X拔）^2表示成x’Ax其中x=（x1,x2……xn）'A为对称阵求出A 2020-06-22 …
求证下列行列式（1）a23...n1a+13...n12a+2...n=[a+(n-1)(n-2) 2020-07-10 …
C语言冒泡排序法，疑问啊~~~~~~~~~~~~~~~~~#include<stdio.h>#de 2020-07-23 …
(A/P,i,n)=(A/F,i,n)+i或(A/F,i,n)=(A/P,i,n)-i我已经知道怎 2020-07-23 …
P=A(1+i)^-1+A(1+i)^-2+A(i+i)^-3+……A(1+i)^-n（1）将两边 2020-07-25 …
F=A+A×(1+i)+…+A×(1+i)n-1，(1)等式两边同乘以(1+i)：F(1+i)=A( 2020-11-01 …