阅读短文还原句子。根据材料内容,将A—F中选出五个句子还原到文中空白处,使短文完整、通顺。A.Firstofallyou’dbetterconcentrateonwhatyouenjoy.B.Thesesuccessesa
阅读短文 还原句子。
根据材料内容,将A—F中选出五个句子还原到文中空白处,使短文完整、通顺。
A.First of all you’d better concentrate on what you enjoy. B.These successes are “proof ” (证明)that you can do it. C.I still feel a little uncomfortable when I realize. D.However others may not even notice your mistake. E.I could even take part in speaking competitions. F.remember past successes. |
When I was small I was kind of shy. Luckily I changed a lot by junior high. Shyness gets in the way of success but it doesn't have to hold you back. Here are some tips that may help you overcome it.
1 The excitement of being lost at something that you love can help you forget your nervousness while showing off in public.
Next why not get more chances to speak in public? For me when I got to high school I took speech classes. 2
Then don’t think about what will happen. It’s possible that you might be laughed at when speaking. 3 What really happens is better than what we imagine.
Finally 4 Remembering past successes can help inspire you to get future success. 5 If you succeeded in the past then you can succeed again! It's actually natural to be a little bit nervous about meeting new people making cold calls or giving a speech. That nervousness doesn't have to keep you from succeeding though.
1A 2E 3D 4F 5B
设a=(√5-1)/2,求(a^5+a^4-2a^3-a^2-a+2)/a^3-a∵2a=√5-1 2020-04-05 …
若a+b=b+c,则a-b(c为整式)若a=b,则ac=bc(c为整式)若ac=bc,则a=b(c 2020-04-22 …
集合A={x|x=(a^2-2a+1)/(a-1),a属于整数,a不等于1},……集合A={x|x 2020-05-13 …
1、设a,b,c为正整数,且a^2+b^3=c^4求c的最小值2、分解因式4x^3-31x+153 2020-05-14 …
第29届IMO第6题答案(试题为:正整a与b,使得ab+1整除a~2+b~2.求证a~2+b~2/ 2020-07-09 …
一、已知数集M满足条件:若a∈M,则(1+a)/(1-a)∈M(a≠0,a≠±1)(1)若3∈M, 2020-07-30 …
关于数学归纳法的一个问题命题An:“若a,b是任意两个使max(a,b)=n的任意两个正整数,则a 2020-08-01 …
用反证法证明命题:“a,b∈N,ab不能被5整除,a与b都不能被5整除”时,假设的内容应为()A. 2020-08-01 …
Dima,bAsInteger语句定义的变量类型为选项:a、a,b都是整型b、a是整形,b未必是整型 2020-11-01 …
函数f[x]=logaXa大于0,且a不等于1,在2,3上最大值为1,则a=当a大于1时,f(x)图 2021-01-15 …