衡水金卷2024版先享卷答案调研卷 安徽版 一数学.考卷答案

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衡水金卷2024版先享卷答案调研卷 安徽版 一数学.考卷答案试卷答案

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文章主要介绍了美国大峡谷国家公园的个绩点吸食宿信息

2l.C细节理解题

根据TheSouthKaibabTrail一节中“Theoverlookprovidesextraordinaryviewsofthevastcanyonthatwillmakehikers...letoutafew'oohsandhemselves..”可知,该景点因景色美得让游人经常发出ooh和aah的惊叹声而得名

22.A细节理解题

根据TheRimTrail一节中“This13-miletrailcanbeeasilyaccessedfrommultiplebusstops.”可知答案

23.B推理判断题

根据Wheretostay一节中“PhantomRanch...istheonlyindoorlodgingatthebottomofthecanyon..”可推断,希望在谷底室内过夜的游客只能在这里投宿

【答案与解析】本文是一篇新闻报道

文章主要讲述了正在美国肆虐的通货膨胀及其对普通人的影响

【模拟卷·英语(二)参考答案第2页(共4页)】BE

分析由$\left\{\begin{array}{l}{x-1≥0}\\{x≠0}\end{array}\right.$,令$\sqrt{x-1}$=t≥0,可得x=t2+1,可得f(x)=$\frac{t}{{t}^{2}+1}$=g(t),通过对t分类讨论,再利用基本不等式的性质即可得出.

解答解:由$\left\{\begin{array}{l}{x-1≥0}\\{x≠0}\end{array}\right.$,解得x≥1,
令$\sqrt{x-1}$=t≥0,可得x=t2+1,
∴f(x)=$\frac{t}{{t}^{2}+1}$=g(t),
当t=0时,g(0)=0;
当t>0时,0<g(t)=$\frac{1}{t+\frac{1}{t}}$$≤\frac{1}{2\sqrt{t•\frac{1}{t}}}$=$\frac{1}{2}$.
∴函数f(x)的值域是$[0,\frac{1}{2}]$
故答案为:$[0,\frac{1}{2}]$.

点评本题考查了函数定义域与值域的求法、“换元法”、基本不等式的性质,考查了推理能力与计算能力,属于中档题.