2019-2020年高二化學上學期期中試卷 理(含解析).doc
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2019-2020年高二化學上學期期中試卷 理(含解析)一、選擇題:(本題包括10小題,每小題2分,共20分,每小題只有一個選項符合題意)1(2分)(xx秋合陽縣期末)判斷一個化學反應的自發(fā)性常用焓判據(jù)和熵判據(jù),則在下列情況下,可以判定反應一定自發(fā)進行的是()AH0,S0BH0,S0CH0,S0DH0,S02(2分)(xx秋臨清市期末)在一固定容積的密閉容器中進行反應2SO2(g)+O2(g)2SO3(g)已知反應過程中某一時刻SO2、O2、SO3的濃度分別為0.2mol/L、0.1mol/L、0.2mol/L,當反應達到平衡時,可能存在的數(shù)據(jù)是()ASO2為0.4mol/L,O2為0.2mol/LBSO2為0.25mol/LCSO2、SO3均為0.15mol/LDSO3為0.40mol/L3(2分)(xx正安縣校級模擬)在一定條件下發(fā)生反應:2A(g)+2B(g)xC(g)+2D(g),在2L密閉容器中,把4molA和2molB混合,2min后達到平衡時生成1.6molC,又測得反應速率VD=0.2mol/(Lmin),下列說法正確的是()AA和B的轉(zhuǎn)化率均是20%Bx=4C平衡時A的物質(zhì)的量為2.8molD平衡時氣體壓強比原來減小4(2分)(xx春鷹潭期末)下列圖示關(guān)系不正確的是()ABCD5(2分)(xx春沭陽縣期中)在一定溫度下,反應A2(g)+B2(g)2AB(g)達到平衡的標志是(NA代表阿伏加德羅常數(shù))()A單位時間生成NA的A2同時生成NA的ABB容器內(nèi)的總壓不隨時間變化C單位時間生成2NA的AB同時生成NA的B2D單位時間生成NA的A2同時生成NA的B26(2分)(xx秋天心區(qū)校級期末)下列說法中有明顯錯誤的是()A對有氣體參加的化學反應,增大壓強,體系體積減小,可使單位體積內(nèi)活化分子數(shù)增加,因而反應速率增大B活化分子之間發(fā)生的碰撞不一定為有效碰撞C升高溫度,一般可使活化分子的百分數(shù)增大,因而反應速率增大D加入適宜的催化劑,使分子能量增加從而可使活化分子的百分數(shù)大大增加,從而成千上萬倍地增大反應速率7(2分)(xx重慶)下列熱化學方程式書寫正確的是(H的絕對值均正確)()AC2H5OH(l)+3O2(g)2CO2(g)+3H2O(g);H=1367.0kJ/mol(燃燒熱)BNaOH(aq)+HCl(aq)NaCl(aq)+H2O(l);H=+57.3kJ/mol(中和熱)CS(s)+O2(g)SO2(g);H=269kJ/mol(反應熱)D2NO2O2+2NO;H=+116.2kJ/mol(反應熱)8(2分)(xx春懷柔區(qū)期末)將X和Y以1:2的體積比混合后置于密閉容器中,加壓到3107Pa,發(fā)生如下反應:X(g)+2Y(g)2Z(g),達到平衡狀態(tài)時,測得反應物的總物質(zhì)的量和生成物的總物質(zhì)的量相等,有關(guān)數(shù)據(jù)如圖,則反應對應的溫度是()A100B200C300D不能確定9(2分)(xx秋啟東市校級期中)某溫度下,已知反應mX(g)+nY(g)qZ(g)H=+Q kJmol1(Q0),下列敘述正確的是()A反應速率正(X)=正(Y)B反應達到最大限度時,加入X,反應的H增大C在一定條件下向容器中放入m molX和n mol Y,充分反應吸收Q kJ的能量D降低溫度,反應的速率值變大,平衡向逆反應方向移動10(2分)(xx廣東模擬)在一定條件下,可逆反應N2(g)+3H2(g)2NH3(g);H0達到平衡,當單獨改變下列條件后,有關(guān)敘述錯誤的是()A加催化劑v(正)、v(逆)都發(fā)生變化,而且變化的倍數(shù)相等B加壓v(正)、v(逆)都增大,且v(正)增大的倍數(shù)大于v(逆)增大的倍數(shù)C降溫,v(正)、v(逆)都減小,且v(正)減小的倍數(shù)小于v(逆)減小的倍數(shù)D加入氬氣,v(正)、v(逆)都增大且v(正)增大的倍數(shù)大于v(逆)增大的倍數(shù)二、選擇題:(本題包括5小題,每小題4分,共20分,每小題有一個或兩個選項符合題意,若正確答案只包括一個選項,多選時,該小題0分,若正確答案包括兩個選項,只選一個且正確給2分,選兩個且都正確的給4分,但只要選錯一個該小題就為0分)11(4分)(xx春江陰市期中)微型鈕扣電池在現(xiàn)代生活中有廣泛應用有一種銀鋅電池,其電極分別是Ag2O和Zn,電解質(zhì)溶液為KOH,電極反應為:Zn+2OH2e=ZnO+H2O;Ag2O+H2O+2e=2Ag+2OH,根據(jù)上述反應式,判斷下列敘述中正確的是()A在使用過程中,電池負極區(qū)溶液的pH減小B使用過程中,電子由Ag20極經(jīng)外電路流向Zn極CZn是負極,Ag2O是正極DZn電極發(fā)生還原反應,Ag2O電極發(fā)生氧化反應12(4分)(xx秋棗莊期末)可逆反應mA(g)+nB(g)pC(g)+qD(g)的vt圖象如圖甲,如若其它條件不變,只是在反應前加入合適的催化劑,則其vt圖象如圖乙,以下說法中正確的是()a1a2;a1a2;b1b2;b1b2;t1t2;t1=t2;兩圖中陰影部分面積相等;圖乙中陰影部分面積更大ABCD13(4分)(xx春淮陰區(qū)期末)在一密閉容器中,反應 aA(氣)bB(氣)達平衡后,保持溫度不變,將容器體積增加一倍,當達到新的平衡時,B的濃度是原來的60%,則()A平衡向正反應方向移動了B物質(zhì)A的轉(zhuǎn)化率減少了C物質(zhì)B的質(zhì)量分數(shù)增加了Dab14(4分)(xx秋城關(guān)區(qū)校級期末)如圖是溫度和壓強對X+Y2Z 反應影響的示意圖圖中橫坐標表示溫度,縱坐標表示平衡混合氣體中Z的體積分數(shù)下列敘述正確的是()A上述可逆反應的正反應為放熱反應BX、Y、Z均為氣態(tài)CX和Y中只有一種是氣態(tài),Z為氣態(tài)D上述反應的正反應的H015(4分)(xx春臺江區(qū)校級期中)分析如圖所示的四個裝置,結(jié)論正確的是()A(1)(2)中Mg作負極,(3)(4)中Fe作負極B(2)中Mg作正極,電極反應式為6H2O+6e=6OH+3H2C四個裝置中某一電極上均有氣泡產(chǎn)生D(4)中Cu作正極,電極反應式為2H+2e=H2三、解答題(共2小題,滿分16分)16(8分)(xx廣州模擬)某探究小組用KMnO4酸性溶液與H2C2O4溶液反應過程中溶液紫色消失的方法,研究影響反應速率的因素(1)該反應的離子方程式為(提示:H2C2O4的一級電離常數(shù)為5.4102)(2)實驗條件作如下限定:所用KMnO4酸性溶液的濃度可選擇0.01molL1、0.001molL1,催化劑的用量可選擇0.5g、0g,實驗溫度可選擇298K、323K每次實驗KMnO4酸性溶液的用量均為4mL、H2C2O4溶液(0.1molL1)的用量均為2mL如果要探究反應物濃度、溫度、催化劑對反應速率的影響,通過變換這些實驗條件,至少需要完成個實驗進行對比即可得出結(jié)論(3)在其它條件相同的情況下,某同學改變KMnO4酸性溶液的濃度,測得以下實驗數(shù)據(jù)(從混合振蕩均勻開始計時):KMnO4酸性溶液的濃度/molL1溶液褪色所需時間 t/min第1次第2次第3次0.011413110.001677計算用0.001molL1 KMnO4酸性溶液進行實驗時KMnO4的平均反應速率(忽略混合前后溶液的體積變化,寫出計算過程)若不經(jīng)過計算,直接看表中的褪色時間長短來判斷濃度大小與反應速率的關(guān)系是否可行?若不可行(若認為可行則不填),請設(shè)計可以通過直接觀察褪色時間長短來判斷的改進方案:17(8分)(xx秋啟東市校級期中)航天技術(shù)上使用的氫氧燃料電池具有高能、輕便和不污染環(huán)境等優(yōu)點氫氧燃料電池有酸式、堿式和非水種,它們放電時的電池總反應方程式均可表示為:2H2+O2=2H20(1)酸式氫氧燃料電池中的電解質(zhì)是酸,其負極反應可表示為:2H24e=4H+,其正極反應表示為;(2)堿式氫氧燃料電池中的電解質(zhì)是堿,其正極反應表示為:O2+2H20+4e=40H,其負極反應可表示為;(3)非水電解質(zhì)是摻雜氧化釔(Y2O3)的氧化鋯(ZrO2)晶體,在熔融狀態(tài)下能傳導O2,其負極反應可表示為:2H2+2O24e=2H20,其正極反應表示為(4)非水電解質(zhì)是摻雜K2CO3晶體,在熔融狀態(tài)下能傳導CO32,其正極反應可表示為:O2+2CO2+4e=2C032,其負極反應表示為四、(本題包括2小題,共20分)18(12分)(xx秋啟東市校級期中)按要求書寫熱化學方程式(是離子反應的也可用離子方程式表示)(1)表示強酸和強堿中和熱的熱化學方程式:(2)火箭推進器常以氣態(tài)聯(lián)氨(N2H4)為燃料、液態(tài)過氧化氫為助燃劑進行熱能提供反應過程中生成的氣體可參與大氣循環(huán)測得當反應過程中有1mol水蒸氣生成時放出161kJ的熱量試寫出反應過程中的熱化學方程式:(3)由氫氣和氧氣反應生成1mol水蒸氣放熱241.8kJ寫出該反應的熱化學方程式:若1g水蒸氣轉(zhuǎn)化成液態(tài)水放熱2.5kJ,則反應H2(g)+O2(g)=H2O(l)的H=kJmol1,H2的燃燒熱為kJmol1(4)已知A、B兩種氣體在一定條件下可發(fā)生反應:2A+BC+3D+4E現(xiàn)將相對分子質(zhì)量為M的A氣體mg和足量B氣體充入一密閉容器中恰好完全反應后,有少量液滴生成在相同溫度下測得反應前后壓強分別為6.06105Pa和1.01106Pa,又測得反應共放出QkJ熱量試根據(jù)上述實驗數(shù)據(jù)寫出該反應的熱化學方程式19(8分)(xx金湖縣校級模擬)合成氣的主要成分是一氧化碳和氫氣,可用于合成二甲醚等清潔燃料從天然氣獲得合成氣過程中可能發(fā)生的反應有:CH4(g)+H2O(g)CO(g)+3H2(g)H1=+206.1kJ/molCH4(g)+CO2(g)2CO(g)+2H2(g)H2=+247.3kJ/molCO(g)+H2O(g)CO2(g)+H2(g)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