阅读下面短文,根据短文内容完成表格中所缺信息,每空一词 If we find a

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阅读下面短文,根据短文内容完成表格中所缺信息,每空一词
     If we find a bird nest, we will have a good place of observing (观察) and knowing about birds.
     Birds sit on eggs and take care of their baby birds from April to June. Because the baby birds are too
young to leave the nest, mothers often leave and come back to the nest during the time to look for food.
So it is good to observe birds. When we observe birds, we’d better hide ourselves in a close place to
the nest, and it’s better for you to use binoculars (双筒望远镜).
     But how to make a bird nest? It’s very easy. If you want to make one, please follow these:
     Making a nest: A good nest must be very fine, strong, thick and easy.
a) Each nest must have six boards. Don’t make the boards too slippery.
b) Dig a small hole in the front of the nest as a door. The “door” is from 3cm to 5cm. So the bird can fly
in or out easily.
c) Make sure the rainwater doesn’t go into the nest.
d) One piece of the boards should be easy to open.
e) Please don’t forget to color the nest.
1.How do birds look after their   1   birds?They sit on     2   and take care of their baby birds from   3   to June. Mothers often    4   and come back to the nest during the time to look for   5  , because the baby      birds are too young to leave the nest.
2.When we observe birds.we’d better hide  6   in a close place to the nest, and you had   7  use binoculars(双筒望远镜).
3. How to make a    bird   8   ?a) Each nest must have six boards. Don’t make the boards too slippery.
b) Dig a small hole in the   9   of the nest as a door. The “door” is from 3cm to 5cm.   So the bird can fly in or out easily.
c) Make   10  the rainwater doesn’t go into the nest.
1.______ 2.______ 3.______ 4.______ 5.______
6.______ 7.______ 8.______ 9.______ 10.______
考点:科教类阅读
题型:阅读理解
写出两个与2
3
是同类二次根式且被开方数不是3的二次根式______.
题型:阅读理解

安装锯条的要求是锯齿向外,齿尖朝后。()

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睑板腺、Zeis腺分泌()

A.泪膜的脂质层

B.泪膜的水液层

C.泪膜的黏蛋白层

D.以上均可

E.以上均不可能

题型:阅读理解

网约车驾驶员有()等先进事迹的,道路运输管理机构应给予相应加分奖励。

A.见义勇为

B.救死扶伤

C.拾金不昧

D.尊老爱幼

题型:阅读理解

不相干结论谬误的情形不包括()。

A、法庭悖论

B、转移论题

C、偷换论题

D、稻草人谬误

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