2. 考研
  3. One of the misconceptions about elite sport is that great athletes have nothing in common with normal human beings.【C1】______the

One of the misconceptions about elite sport is that great athletes have nothing in common with normal human beings.【C1】______the

admin2017-09-08  34
问题     One of the misconceptions about elite sport is that great athletes have nothing in common with normal human beings.【C1】______they are seen as supermen who have【C2】______above the flaws and anxieties that【C3】______the lives of others. The superman misconception also【C4】______how we think about teams.【C5】______a team establishes a dynastic supremacy, instead of【C6】______that it is always in a state of constant change, we pretend it has a【C7】______collective personality. We turn the team into a superman.
    A winning team does not, in【C8】______, require everyone to play well all the time—or even any of the time. Sir Alex Ferguson【C9】______a deep truth when he said that in football you only need eight players to【C10】______well to win.
    The reality of team dynamics is much more【C11】______and interesting than superman theory allows. All teams, even the greatest,
   【C12】______a range of characters, not all of them
   【C13】______bulletproof. There are those who surf the wave as well as those who【C14】______the tide.
    From a【C15】______perspective, the challenge is to establish two【C16】______but overlapping majorities: a majority of strong characters who have the ability to【C17】______people with them, and a majority of players in form on any【C18】______day. Seen in that light, winning becomes partly a matter of【C19】______If you have a higher proportion of excellent players, who are likely to be in form more often, then the odds of eight playing well next Saturday【C20】______improve.
【C8】
选项 A、return
B、fact
C、addition
D、conclusion
答案B
解析 此处用否定句的形式提出与第一段人们看待精英运动的各种错误观念相反的观点，空格处需填入名词，与in组成短语作插入语，表示作者要陈述看待精英运动的正确观点，据此选B项fact，短语in fact意为“事实上，实际上”，用于引出事实的真相。
转载请注明原文地址:https://www.kaotiyun.com/show/9LIZ777K
0

考研英语一

相关试题推荐
随机试题
最新回复(0)