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山东师范大学附属中学2020-2021学年高二4月学分认定考试数学试题
山东 高二 月考 2021-05-07 467次 整体难度: 一般 考查范围: 函数与导数、计数原理与概率统计、等式与不等式

一、单选题添加题型下试题

1. 函数eqId263a01e6ded440b1aa29b0cceb4e125b的图象在点eqId36a080bd52064823b5fee2a765bca4df处切线的倾斜角为(   )
A.eqId4023ceb292e24a45871ca56fa44d50e3B.eqIdd01b7918993a412cb774dea127f210b6C.eqId89e47e62fddd46098148f02e9183b2afD.eqIdb96222c8508747269dcd8b52f802667b
3. 质点A做直线运动,已知其位移与时间的关系是eqId1b0705513ddf4fd58dca8d95954763bb,则在eqId79f8379a9193401b8075a11fe9f8bdef时的瞬时速度为(   )
A.6B.12C.18D.24
解题方法
4. 用0,1,2,3,4组成的无重复数字的四位偶数的个数为(   )
A.24B.48C.60D.72
5. 函数eqId6f13759e937144069819aed2ae5a1057的图象如图所示,则不等式eqId46e6d1c952b14104b955160c0f14385c的解集(   )
说明: figure
A.eqIde619e2fa0f2b464fb239f263341dc655B.eqId2092826e20fe4062824923905c890500
C.eqId0cd61dff869c412aa41e8c276179b525D.eqIde327c47000b04c6daee727c47be19120
6. 已知函数eqId157dcee93b7c4a6991f0c1c4430e8aefeqId2092826e20fe4062824923905c890500上单调速增,则实数a的取值范围是(   )
A.eqId379e0b8721724024be217be3d9e09aefB.eqId5a5273100afe43ec97bf38e5debb4d88C.eqIdeae245405bfc4df4931e056d4c139839D.eqId58b58fb04cf14fc692212e873d8b4f20
7. 设eqIdd4c0553f5e0649dfbc318ad58c28e371,三个函数的图象如图所示,则eqId6f13759e937144069819aed2ae5a1057eqIdfcaf3bbe14e548cc8d47beb2467db5a0eqId35f0efe769ec417999184e899886ad69的图象依次为图中的(   )
说明: figure
A.eqId1c14b973c327456193aae723ada9e7e4B.eqId7dc1e2636b1147be9062de8557399896
C.eqId96b5b988f2864b91b8ef512a55401990D.eqId140a0686a2344e5fb0c70c3722295c52
8. 设函数eqIdd26cd9f8ad374ae192a20aada45c1618是奇函数eqId21258e2e026d4833a7b633d736496321的导函数,eqIdf5bda077bac64431895dcf753ac18662,当eqId2d569479cd1c43c1af15895792b64db6时,eqId9d06d0f01ae34c68b9e9fa79703c0061,则使得eqId6037963c390547f4b194ba806a9eff55成立的eqIda9cd3f94eb8045438f75e9daccfa7200的取值范围是eqIdaf574b471498463ba62f90922001f973
A.eqId7ca2091cbe844b4b88b3b5c085b9a2a9B.eqIdf13e322d8a4145d5a35a29c16450daa6
C.eqIdc0a9783fa70e451b9b6b52ff0a7cea9aD.eqId9d81b3bd1e4b4337b6a1cf93714fa737

二、多选题添加题型下试题

9. 下列函数求导运算正确的是(   )
A.eqIdd980072d88e9455696433d010afcb2a3B.eqIdb81c08f20eba42b2a2151dd878dc352e
C.eqId0a179fcaadd94472aa18abdab243160bD.eqId9de25e85e095486aaa386681cb89b001
10. 已知函数eqId24fc8ba137a3453c82a95e667853b8c5的图象在eqIde2438cad3e88423da9bd343eb1d680a9处切线的斜率为eqId12cdee9269084cdd9a6db21bdd50a61c,则下列说法正确的是(   )
A.eqId07889841d0f346529f41b00862d47f05B.eqId6f13759e937144069819aed2ae5a1057eqId2ae8f82e5e574da3878f3d48b2c100c8处取得极大值
C.当eqId27b1abecc2474a8f94b2a3b83e27e283时,eqId6f13759e937144069819aed2ae5a1057有最小值D.eqId6f13759e937144069819aed2ae5a1057的极大值为eqIde83e700bb2b94053bb3751f457585e15
11. 已知函数eqId31e9465d3c664dc383ea73b56067aaf3,则下列说法正确的是(   )
A.当eqId0f28b3f8f55641fd9be9dd321696325b时,eqId6f13759e937144069819aed2ae5a1057有两个零点B.当eqId982da3835b7946d999cc8604a2ece266时,eqId6f13759e937144069819aed2ae5a1057有极小值点
C.当eqId41f04097a07d4d03941921a18fc42004时,eqId6f13759e937144069819aed2ae5a1057没有零点D.不论a为何实数,eqId6f13759e937144069819aed2ae5a1057有总存在单调递增区间
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