... tác nhân sinh học. C. biến đổi sinh lí, hoá sinh nội bào, tác nhân sinh học. D. tác nhân vật lí, hoá học, biến đổi sinh lí, hoá sinh nội bào. 107.Cơ chế phát sinh đột biến cấu trúc nhiễm sắc ... cấu tạo riêng biệt của cơ thể sinh vật. B. khác biệt về kiểu hình giữa các cá thể sinh vật. C. và đặc tính của sinh vật. D. về sinh lý, sinh hoá, di truyền của sinh vật. ========================================================= ========================= GIÁO ... nhóm cá thể đã phân hoá tích luỹ các đột biến theo hướng khác nhau là sự cách li A. địa lí. B. sinh thái. C. sinh sản. D. di truyền. 533 .Theo quan niệm hiện đại, nhân tố qui định nhịp điệu biến...
Ngày tải lên: 03/09/2013, 22:10
Ngày tải lên: 08/01/2014, 08:21
Bài tập trắc nghiệm hóa học 12(có đáp án) pptx
... nhũ trong hang động là A. CaCO 3 + 2HCl → CaCl 2 +H 2 O +CO 2 B. CaCO 3 → t CaO + CO 2 C. Ca(HCO 3 ) 2 0 → CaCO 3 + H 2 O + CO 2 D. CaCO 3 + H 2 O + CO 2 → Ca(HCO 3 ) 2 ... phản ứng Na 2 CO 3 . Công thức cấu tạo của X 1 , X 2 lần lượt là: A. CH 3 -COOH, CH 3 -COO-CH 3 . B. (CH 3 ) 2 CH-OH, H-COO-CH 3 . C. H-COO-CH 3 , CH 3 -COOH. D. CH 3 -COOH, H-COO-CH 3 . ... men tạo ancol etylic. Câu 9: Dữ kiện dùng để chứng minh glucozơ có cấu tạo chứa 5 nhóm –OH (hiđroxyl) là: A. khử hoàn toàn glucozơ cho n-hexan B. glucozơ có phản ứng tráng bạc C. glucozơ tạo...
Ngày tải lên: 18/06/2014, 14:20
500 Câu hỏi trắc nghiệm Vật lý 12 có đáp án
... lên vật giảm dần theo thời gian. B. chu kì dao động giảm dần theo thời gian. C. tần số dao động giảm dần theo thời gian. D. cơ năng giảm dần theo thời gian. 79. Một vật đang dao động tự do ... động: )tcos(Ax 111 và )tcos(Ax 222 . Pha ban đầu của dao động tổng hợp được xác định bởi biểu thức nào sau đây? A. 2211 2211 cosAcosA sinAsinA tg . B. 2211 2211 cosAcosA sinAsinA tg . ... thiên theo thời gian, nó sinh ra một từ trường xoáy. B. Điện trường xoáy là điện trường có đường sức là những đường cong không kín. C. Khi một từ trường biến thiên theo thời gian, nó sinh ra...
Ngày tải lên: 19/09/2012, 10:20
KT trắc nghiệm LÝ THPT 12( Có đáp án )
... THỪA THIÊN HUẾ Môn: VẬT LÍ 12 Thời gian làm bài: 60 phút (Đề thi có trang) Số câu trắc nghiệm: 40 Họ và tên học sinh: . . . . . . . . . . . . . . . . . Số báo danh: . . . . . . . . . . . ... toàn phần, khi đó i ≥ i gh . Ta có: sin i ≥ sini gh = 1 n → cosi ≤ 2 1n n − → tani ≥ 2 1 1n − (a) Từ hình vẽ: tani = OI OS (b) Từ (a) và (b), ta có: OS ≤ OI 2 1n − =11 16 1 9 − ≈ ... xạ. [Chọn D]. Câu 2. Một tia sáng đến gương phẳng nằm ngang với góc tới i = 60 o . Cố định tia tới, để có tia phản xạ nằm ngang, phải quay gương quanh trục vuông góc với mặt phẳng tới một góc nhỏ nhất...
Ngày tải lên: 29/05/2013, 23:20
682 câu hỏi sinh hoc 12 có đáp án
... cấu tạo riêng biệt của cơ thể sinh vật. B. khác biệt về kiểu hình giữa các cá thể sinh vật. C. và đặc tính của sinh vật. D. về sinh lý, sinh hoá, di truyền của sinh vật. 216.Tính trạng trội là ... giới A. chỉ cần mang 1 gen gây bệnh đã biểu hiện, nữ cần mang 2 gen lặn mới biểu hiện. B. cần mang 2 gen gây bệnh đã biểu hiện, nữ cần mang 2 gen lặn mới biểu hiện. C. chỉ cần mang 1 gen đã biểu ... người), tỉ lệ đực cái xấp xỉ1:1 vì A. con cái và số con đực trong loài bằng nhau. B. vì số giao tử mang nhiễm sắc thể Y tương đương với số giao tử đực mang nhiễm sắc thể X. C. vì số giao tử đực...
Ngày tải lên: 29/09/2013, 12:10
Bài tập trắc nghiệm vật lý 12 có đáp án
... lên vật giảm dần theo thời gian. B. chu kì dao động giảm dần theo thời gian. C. tần số dao động giảm dần theo thời gian. D. cơ năng giảm dần theo thời gian. 79. Một vật đang dao động tự do ... giữa thanh và sàn là 0,4. Phản lực N của sàn lên thanh bằng A. trọng lượng của thanh. B. hai lần trọng lượng của thanh. C. một nửa trọng lượng của thanh. D. ba lần trọng lượng của thanh. HD: ... do đó x=4cos4 t cm. b. x=+2 thì cos4 t=0,5 suy ra 4 t= /3 k2 , suy ra t=1 /12 + k/2 (s). c. Vận tốc trung bình: vtb = 8cm/s. 124 . Một vật dao động điều hòa theo phương ngang với...
Ngày tải lên: 30/10/2013, 08:52
BÀI TẬP TRẮC NGHIỆM HKI TOÁN 12(CÓ ĐÁP ÁN)
... 3 sin)( xxf = có đạo hàm là: A. 3 2 sin3 cos )(' x x xf − = B. 3 2 sin cos )(' x x xf − = C. 3 2 sin3 cos )(' x x xf = D. 3 2 sin cos )(' x x xf = Câu 23. Cho hình chóp ... chóp tính theo cm 3 là: A. 3 B. 4 29 C. 4 215 D. 4 227 Câu 24. Cho hình hộp chữ nhật có ba kích thước là 3cm, 4cm, 5cm. Thể tích của khối hộp chữ nhật tính theo cm 3 là: A. 20 B. 12 C. 15 D. 60 ... trụ, và cắt hình trụ theo một thiết diện là hình vuông. Khoảng cách từ trục của hình trụ đến mặt phẳng (P) tính theo dm là: A. 3 B. 2 33 C. 2 35 D. 3 Câu 3. Phương trình 125 5 72 = + x có nghiệm...
Ngày tải lên: 09/11/2013, 10:11
682 CAU HOI TRAC NGHIEM SINH HOC 12 CO
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1ujJoKZO2Mz2Z8gXeBZw3pCxbQoZ1oSFw/6G99+xeXrF29cMbpitDUyUEQiz0RDyBidYx0CvBNTmkX6SF9HxFA3PTNGFdZAWYapmXLvvpMPPH7wqQMTnZrKWlU9HRWqSpGskSPUa5YukYHRrms+vO/Itid2TdYSpYBzUHv2s7Vnvj1LDiBgNpfU5vbC6s+kxOgVykbQFXn94avP+7VPXbd2xDtEzG3V1e+VOF+v8lJLsxxJkiRJkiSv5FDnTbGwikZRHylBoKLU2iNKrD1Z+8H7n5r8f/7q7tuenpmli64i24BAmwCtv+RpftTcP2cvGCKefewXWonkte1RBRSqORW5doalvWHFyI0bR6+9YsuFF6waGWp6modRUdVaSl7VMYRaY1BVkhQhbWRgICMKR1hVW89YVObb0X3z9ge/+O37Hjsy3UYWLI91gZgVrIUMFIUCgQyCGhZyGQg24JsDMev2MKUwYNC0gHiANFKjWoAoaOjvyvvPnfRnXjifc2bm99ea29GXAu/LagC4ZusFv/XRCy+/aOGgrzKFVXltRKOuMFXYAM8u5qWFVUmSJEmSJClyvGqRA0ZRZ4QxGtXQH+86iPvG3Yf+7O9vufdgNeEXwedACXQB9Pt1PE+2+IkjhzOoKTT4qjekszdesfYzH7t+w8oFi0YaZiiDHR/v7jlwaO/BYzOz9bHxmV2T5dETJ0+cOFGWpYgYTCgjTbl4/eqNq9dcvWXd5ZtXLhgSR5lp65/83Q//6H9s6wwsm4SFBiAKirM89icZCJCIEeg3Ow/OMZZNuCZZQztgTh0Wa2duNtbRomU+NzIIIhGRnVvkeMHfu/4pIw1OUUCk7F00VH7yp6740A2b1ixwhQHMaqCGeiiRajmSJEmSJElS5HitRw7AnKB2CEA0ybtaqHc/fuT47335vrse3t0uhrU5DCMsQuPcVrMvT+ToLy4qyqlL147dcOmam67euGZRNn7q1MFxe+CR3SenZw6cmNxzZOLQeHtyttaspc0BOIFzTpzCLEaoUXvozWTdztbVCz/yzq0/c9O1a5cN3XPHw//5L2+546jH0PIuahQRrBABdWi1EANCRZhEAj4iB5Xayd2g1Yowm0lAhKApqE1KIlNkgb6EU9+A89D2P7+46mwLzQ0k+8mnjqI2UsgCdj/17q3/8qcuXbswxtARjlKKgOp5WwSmyJEkSZIkSZIix2sochhgsMyCt4qGEs22a958+9N//pUfPnCsUbks5GKOUJtrUIEIxpcpcuS92S2rlmxZv2rI19Tunn0HHtu9pzJa9AqJzCrJKxaWDdTm4Dy1Y/3iE1JEDBAyiLde5Qx5d2IwHL/u0vN/9dMf377t4d/96remFp6nOgzJIQZT1BnUi6u8dlsohyVmZkYXkAf4WEerOguH3JaNy5YsagwOeNNoHJhuu5Pj0/uPnDg8Mdtls22NGg6uAl+CyOEMCjMSZlCVLDOLhljU2cJe++PXrPq1T122ae2A1WLaMl+nyJEkSZIkSfK6jhxvlh2rDKakwhuy6Jp3PXLy81+7/dFjVelHAwErESMAMXEqKs8fOJ5z8mAGe24t+Iuc6/434rNDR44e3L9XQ8+867iBMttgeVPCDGEmDhBVAwEaWLv5Amoz7bcJn0s4eWEqKq4T/PefPBn+YQeCn24sV+bMCqo6La3qNKXQKi5je7Sh119+0Q3XXrJ62cjAQBYo02199JGD+3Y98rEPv2vFkuGiAcnQqyONZcc6Pe0EOTw+e8/Du265a8fhyd5haykcyLMcIs/dzZ5bA6OEGQgYCe/UFGLI65LNqXr5zXceL1pP/uvPXLtkAAjduZ4eSZIkSZIkyes3deBNMstBdXAG6am/96mTf/jl2299/HDXj9ZwgIKBiDSIkcYoEumeP7k8Uxv9opHjn3zYf/o5m3oRD62AWsSUTi2HeFg5330ciDUQKIGAWvP5tskKMBUrYDTtZLkJxCpfuaapNER09tBwMT3gZs9bsfgtF1/yvi3rz1u5cHS4WRSIofZOyZC7rJwu6epmY2Bq1nY8fujuHfsOT0y2q2p2tlPV5cDwUN4aksZwKQM/fuipvV0q5Z+JHGe88BeKHP278fTkhQBQ5G3UwyhHG7UuyU79/Acv/LmbNq8bazCmWo4kSZIkSZLXc954k8xyEIBaoMzUcsvdO//mH7bdsfNEtzEWXAPWAUAVwBsQaJD+FMPLRkyp8B7i1BQWGbqiEqmgAA5wMAEcjKCBz7czrwWYGmkicHmFEmbIHWLNqDLbXpZXN1578Yffd9mGNUsamZudnHlq36E9R0+dmGqfGp8Ida9gWLdk5OduesfgYON4u/ovn/vaDx84vmtSdWi49nlUcZK7o+0QJyi5ScuYK/WluRicq5SR/iZYBoC+14ysLZ/oZf5IdF/47v0Ovf/lk9cvyizNcSRJkiRJkryuvREjh4HzH60bSBjNhC7AP3lg8kvfvevB/ZOhuSAwhziYQWnIDB4EGME4103i5ZFpW6ysnDcU/Whh9I4msQKEzBUSzRmdGQxK63GuLcbcBIIRZoQ5EwEJEqoUAgGYbbrulZvXv23Tuve8dWNsn/z2l+84cOjowV537/GZpw7PTHcdiqGMImVnFPv37q9/+bM/vef45M337T8SFlTLl6gHVBBFUdfalSyHGaOZvHSd+uZL+p/JEiaNqtnLZkMxDbo6NMY7+ffu2btp/fqPXLNCLPQvaH/PYpr283J69yZJkiRJkrwuvAEXVomZmBpYMqdziN0CQa318PHeb//+320/2pu1QpEZMsABNWAwnjGEtRc59tmOdF/4njQF+7UMp5t 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2fieQfqNCns5PBoAKwpQEn+lvAbq5JocWocpoBWIjdjetW3t4374QtWd+tpLgCngqICKi6p2TWCMGi73C68UXbV6waPHd2x6YilpmHrlAHeKzu5GAZ1tQcfY7Vj33AQlq/3DOJDeGbueqTef/wWeuuHhlM5decFlXCoCFdmnQfzJBlxZWJUmSJEmSvBbzxht1YVV/+CZQgzCa5MVEV267f9fe452Z0muegYTp/KiXwCs34DPK8469n7mdz449ZD8TPdMzHaAF0aAUY7+6Wkhxwhp5D8W2vScEhQhCJFpFBOAJIopEDbUQ5gDH6EJd3/3ozpGBo71I0BM0nZ8iOjNp2Eu91ux5EsfcjBQNMARV12g98MTu+55cueX8jYg1LThzBnlJJ1ySJEmSJEmSl90bLXKwv6UThTBnNaKp8zOl/ODBA5//yq3HOt6K4f7+VYC+PrZCsmf/v7/GCi7Sze1qBcJo0YIqHOAR4VUpWjmGzCqNEcgqVfrMXBajgg4iJhIyyby01SIIcSRfzQG9zYcRUmGm6rP8z79xx1VbV1+6suG1U2gV6I1iaROrJEmSJEmSFDlexRG6GY1CRIcAiLnGkfHqz75295GyWWeDlNxQw6L0izheX4Fq7hUCLEAPVLBaYuk0NIiM8KhoZaxjrKqBRqNReITgPKQsxWd1sKl2pwtX+yL6LPosii/VqPBZbgAgMAD66k4jRFPnRFVrk90zdsuDe9cs2TTmvNPKKLVkAIiY3r1JkiRJkiQpcrwag3IzA5VCqDM141Rp3/3x00+d7E2hEbMGQFglcyt7+LpZojNfWyGAgBq6FnsNqZrWGSv0kgtXXbHpgjVLFy9dOJS7cOrU1L79hy+74tLRxYume5iYDOVsp4q+o+6pg0f2HZ98bM+BA8dO9IwRGQhzqOdOQ3wtnA8jAwxCgFPa+Pvv33f1ltXXrm01qYxBXCOmyockSZIkSZIUOV69kbkRqCGgyyDB3K5jvc9/7fajHReKIUCBCASaGjzggPhaTx2nVxGRFpUUC6HZO7lqsLxy64Z3XHXh1ZtXLx0Zbo+Pjx8/deLwrpgV12296Ma3XjRV1n/0xW998/YHjs3UMjRQqpaKbHA4im9H0YyRChNAQYAK65eqG+xV7b73rDJ+BvqnT0z/yZdvXf+/3rS6mYtUMVT0WarmSJIkSZIkSZHj3IfWZ/3R9YvcU8wM2u/6oOSp6fIvv3rXkWogFjVcgAYIGGsAMAICBJzegvbsjn32r+elvCcBgEJGa/jssou3rlucrV+77OCpmW1/e8exExPT7TDTro+Nz3oJV1+4/VMfvWHf0Ym/uHXbcS6MoyNKVTPxDkozB1VTGB0RjfM7U9HmllQRUHnZX/hz7nZmT8VnvpoZ29L68ZPH7nzkyEeuWN5yrhBXhmDyE/0KJUmSJEmSJK+YN9omuaIKMEgGi1T8eOfEZ//Tlw7KigodOAEEprRIFYM39mc5nndr1/mVTP3+d/1CB4tKD2nACCgszPcLJ/rrk/o/ZVEsgIGAaKaQ6AwMMPNKo0SaIMJA8wCNNRgVGSmmwdEIqpmaQTzg+0mAFqnqxWmITV9UvSnLgmkDKEzqKNHcGDCAMD3MqTxM5UV+spLKL4AbhJakQSNjcMLTu2JFivXL0BGACNpcC0JDvwOGsyDQQKdSAG4+DVT9qEb1sMwkwrK5KSNpAwbNIAAV6qmeRqOZ1JAAAJFzvduf5yvO2CAYMKMBLvflzBUL9c///S+sG3WZj1WMcGmT3CRJkiRJktdD3iDlDfaSojCKeasbYK/mt27bPsOiggEZ1SMA6sxypTcCL1CCTDPpb2lFQ38XWnGg9xZF6/luFUqLhMIiWAE1WAORFsWiQyAiYDSyH0XEwP4tAojNzSqIWW4QI4S0GCEOvhGNoPNZATVQQDf3tBwqsZC7GcvKxmhVNOt8pPaj6sCsA7ZpbZGyw2xSFpyMQ1FaQpM4AwZDMEY4U2qgBrFIE4vzeUbFwhld9gQUIwiV/kQQAZRADeuHkxIs0Z80sY6zWlRoBtRAKVBRdXMHMQKEEpGo5w7x7N/CMwLB/Ne5jiB0oJnVWeNolzt2T1XM1CCS3rxJkiRJkiSvG2/AvhwiRDDz/uhU+4fbHp6NI8gzxHj25QmEipmRBgH8/BDcBUazKFqamYOpGc1HGBgAE4UYDTRhgJhkgChACxDtN88I6K/mgsEbAPGwHE7AkjFkWV4HGDLLWqa11hVdYacLOdDvNe76TwaIoECU/bkXNIHCoSdsB9dS5+kcYpVbF1qXNtT/KaWf73soRBAr+8vQSCVivxW70kGkn7Vq8TUEIFh6TEIzs4aB2u9e6MwYmtaGhYAYqUYFqdA8SKasXKhdhAAGUfjaGV19LnUi/UVvJGa71Ve/9YO3XfQJP0AnaY/cJEmSJEmSFDleJWYqEANq5RMHp9p+pJIG5tYO/c88HhChEJgYAnNAvQUzM4rSgTmggABRqTQoxOghBWiItbPaIQRD1P7AnXMru1ASMIP296ACXVU2XDlEQhkDeipRshhJCYTSTGkm/a222K/zpkanHVoMoGkTcJEI1oTlMJgKLCspFI/5owAAjRZEjbAIL4gAFGJoABCLzgKoSmd0QAYarHLai0IwNzRgAgugAg7iKm1CskgP9o+ioER6IjMEMIAGOkVRowBqoHcOV4CARTiWysf3HDs6XY0Nt8x66a2bJEmSJEmSIserY35ZvEXizh07j3QYkc/Xh5/tcnml07l6B3Wxk4feEEMey5lsUVAdlDrUIWQDPeSxrjMxxtqRTiOM0Vz07MWemvOxN4yO114UP4tG7RqK2ECVxdnMldBgltcc6kUPp4PWvXLtin/5kXduWLng3gce+dqt9z90ZGpKGw3rZR5eWIYgWdGNjOJryYyhiGXTKkjR1UZlDaBUpYANzHhUNARXdDVTaZDsV2dAK7GqpZ1WaDtI17d87JFSSVGzMLPMKgmdzDGK70qzB6HLiqo7jJnxYjgGkapu5RlDlywNpOQVMhVvsbaoTrTQboY60kf4lgb2KjrXNtfzsDwDnruc7cWvi4JghLGWxgywY+fx85esHczSLEeSJEmSJEmKHK9a5BDV6IAqYu/x6VktkOXU0vqxg2c3VKWDEQStdKG3ZjS/ZsO6BS5EKSR2hzOd6mkYXDre0R0PbNu8dtn5y1bGYNGcuTxC2mX5xM4nnj7ak2xo3ZKWM2IAACAASURBVGK+ZcvF7Uq+fedjk2DtxNdTV60f23zh8lPH98OyoUXnf+dHd4egC5xkp3Yd+vHMTZ/84NrLl7r26t4PHt4z0b5gyYLLLtkyMX6y3e2Mji0pA7Y9uP1o7YMr1g02Nq4cG1uxfPuuqUd2HiergvUo49UbFl+0ckWjUew90d729NH9kzOz2XBJHw2gurqzYphvPe/8RU0PaqEdUmYx0PMLelV1bPfjA0Vr6YrVkrV27D/50P6pmv6SFSPXrV99nCN333Hf2PDgtZefj3Kikaupg7SOdLn70IEDRw56l1+5aevahY04c9RGGm3DiHnXrrNsaOf4zJ37jxzWaXUDxuyZev0zvz4fg4JqJuqbs4q7HnzyvVeuHCqc/ZOakCRJkiRJkiRFjleCgg50Tk6cmB1v1+oahHora/Icek1Yv3iZRta1ji1e/u53v2vD4uYiKZcNaCay81h7urHg4Kmp4w/d+usfvOKaTecrs5OzNlXFrPAjA5n1rvnidx/54rfuevvmDb/6s+84PhV/8MNtXqSCq6dOXn3BZb/+S+/e+/SeqlsvX732sbt/sPmSiz/9oXect3xBrii1ZiE/9YEbbvzwe7dt3xs65Vuv2nD82NS+/fuuvGqr0r67yv/xN24/MjFz2fkbP/2+Kzdfsfb3/nLboz9+6Ly1w9dvWfErH3vfkqEBC5UTZs3GdFl9/fsPfOGOPU+fnETRjMI66Mo1G2760A0XLpDFWXckC1nRfPJY1W4Mt9vV924e37p+9TvfcY3l8kd/e8eTuw9WFa7ffPW/+5mrn54oj999y1Xrxn7945cvGMk6M73pWYE0GgMeDbv7wUduv2v7DddfvG7Z4sGst2hJAcH0eLcu85gVP3rs6M5vfPvkiZNV7iKzcwmRgEWANdx07XY8dWCmWy0ZavRDSn+GhEyTHkmSJEmSJClyvIJMCODo0eMT023IoCB4LYMUdtYDUyKYKZABHsXwjt3Hf+f//atmmH3n+qHf+a2fOznT+Tf/8Y/2VqOWDYzGlhUjrVa2++jU5770nR/e+1i0+NMfuO63P/Phm97/1q/+462Dvj3aqGNw1C7cgAqrzrSvy4UNPHHi0J6ndg27xvqFg7/xyfdsXTW889D057515y13bR8bG7tq4+pPvueqj1973oOP7504vG8ol4F4fHmr9o3852667Hiv/PLNDwx2ZxfbzNJMF0m32Zv+0HVv/9c///bQq37/i1///l0PeHG/8vMf/+DbNn7ouo3TMvK1O7c/PdnpoiHDYz9+/MDenX8+1Dvx4WvO+1e//PHxqfLf/ec/2dNtweWzh3b+218YXTKo0aGw6VhNaHA5pod9d6SVx7ojWe0GMBm7X7v1ju/ftmfv7vFf/MDaX/yVT73rhosf2Xfs//i9vxhstop89vP/+bcWOfnLr/zDLTv2HC4b0xzsRG9+VX/66Fyc7hAvlg20q97EVC8uyrKMZnaWG+MmSZIkSZIkKXK8hEhjhOw61jkyA7EAVMF5s3MamPaLPxRw5vKe2bGqFzvYVKPj3IzPDltxwAbrnqwkS2qX3cZIfumlG1vDLUp368axyV7YfbJdNfJOt1fAZWBrcEBrwkGaDZ+7jNi8cWOvLr5+671vu/qqC8eGT5yY+A//9Yu3HcSUP//xQ+3tT9zajFMX/PJHN69bdc+j+373C1+7dPN514cwc/xkY+HiT33ona2Q1/sf8pwWRoTJt1+64uNv2bS0kP/rT7/5jW1P2+CS8xY1tv34jvGdOzpT03smQpxGFRpoerVeXeBIwHjIp0NeuazjsXu22h+GvfjMDcSoOaKZ3XDxmkbR7Fr29k1LxbFSqdyCGTfaBodzWT624LKtsmrF0guXN6UsozamrbE/uDjeXjrE6JrMbIbNw6F5QJu1NEnnrN9t8FwvqIc5g0WEKoZDh2Y2rxjOc6pqv3QnpY4kSZIkSZIUOV7BwGFwFIPsH69OdkUyNavqrIV4DiNd4+lP4g2ACmvmIW9q0Fw1BwkXTMTlWbCmRfNoNRoXrFx61cZVG9YtrOr6q7c8+J++dM908OqHorJoyEUblk7u75Qd8XkzeJjhyX0nPnfzbU8dr37nNy71Yj3w8QPHJ+KK6HNYr1KO9+JU0LGGv/PBXd/atn/NhZfVFR9+8Iltu2792V/69K///DXHnh4dGh4qJeuxmTelyJSGdln1evbOt1zxrz5x9YWjEkOsme/Ysf9PfvDwE4+eBAowIPRqaYnTDPBktFgaamYBmZinZ4g1rdWQ1oBKQSt8FvJGwRJBaUUhbgSdd1y07pL1jSnUo1Ee3T/15S/d/tVtO6vBhTo1mYmDmjIaTNUBDbBhVLUKUMC9ULh43qshmgESEZyryzo8tev427asGB4WpCVVSZIkSZIkKXK88vqL++uoVVXbOU5t/LNadHkgAgstCs0sqOvVvqZo6/hE/Xffue/w8aOf/pn3X3flhvPOO3/lwI7q2KmZbpghcte58vzs6MGTsZcNtPJFw60omIr5jB85EScf2HP4PVeft2B0+NMffs/ffO/Bqd5eZ521qwYu27xhaHTgyEw43i0bGbOyMyitWA/fevvdyzc89aF3rNuw4UInWVsh2eJHDt1z255jqzctfdcNlz+4Z/LYow9/o3No9cJ408fen4+MapGVUVWV8AxFVsOklYXoqog6euaZa1rMIK1aRku64GJF+c79xz73N7dWVv/mL1x76dYlLnSb1h5iyFXr2t9+/+Pff+zIgbpUaRwdn3niyETPL9J8CFZCxZmDViFqDV+zgDQBVXOYSx1nLwIwOIirDTHLj892SnBuP4AkSZIkSZIkRY5XPnIYECP6q25e2gcvUbdpXceuC9H1SLgmurFXdGdC152woe88uWvbH9z8yze99bM3Xv5f/89f+L0vfvX+hx/74b1XvfeKdb/20x/90PUTR3p+aHhgxcKB/Qcmtz381BMHjmlz4Ze/849j2fSnbrzulz5xw0c/+PbJU53hBhaNtmrw/iePfv6722+/d2fMh+iLmSinMHrcxn73T78+cWjzJz9wzfIlIzF44fSRk+N//tW72pOzH3nvJX/wH3+9np7C5JHFo4ON1vDBU/W9B/YdaJ9C1jXOwsWgtbAkerlvQV2oeoWWRWxTKBKoisgOMeuKamiRUVEMxuhKn8dsoF37bvBK7JnM7tnX2zE14bJcYdZcqLUjNPPqYxnLyrxmTrxEF+uoJVF77RoRzqF83AAlrd820ZRtkycPH5vqlmYF0ixHkiRJkiRJihyvPJIUOhEApsaz3hf3hR9QVKOYOef2tstvPnJwMrhxujoT1vWUL27bdag7c/Lp2eYTMzozuqZTt//7t+7Ktb1+7ZLVmy789sPH//2f3vq1VQ/99NvWX7x15eCoPzXTfeChp753213bD810W8u60vSt+ve/fMvN/3jbB973gS0XXbRy0eBsT598aM/37n341u27dtdjUZb4oYHtR6a+ct9TDx0+eShvVJ38c9/atWeivHjDyJKVK3cfP8Shsd3j+R/87f2P7Dlx/ds2bl432o7VPdufvufhu+559MgxqafdAJqDYG0Sa+3BRwZ9dMq+/dCB2arqgOJC1Nm8yccPzHzl+0/3mqNPnDjUbdbO+acOTn739t2TzYWHZFk+Lt/ZdmAkj48emB7XwZCJGmhRK5Us01ir06qwHz26eyCz3afKbnCE0UofewW7KkXAuexYBSMMNCDCSbu0QxPTnZB2yE2SJEmSJHn9DNFxLj3yXla9WJ7VCPRFy4XVmBEnTs7+hy9t+9ydJyTPgG5wDai9+IM+K5pQAZvr2K1KWEZjrJpaNRCjsG1Flw2KH4ydgTgbhKE1PKVeLfOwrG4XruvrCtnIRGxFyRphahFnfOzQN6KS0JnaOvmCqlhi5lBPtKTnq3bmcy+SxdLHnpLdbGjKGjVakmUWOgPx1FBRTQW0MSj5mM6WI1m3ZbMO2lXf4VAPg4zloO8WVmZaOodSfZfNjmYOeRQfhWCUzDT26MSq0IS00PXOJkpFMRyZmfZG1A2GWMps21Wly2ItCwMXhTDdyusw6kK5uHF02GbKsPAwFx33ntaC1WCMPgNEXO16E6MM3lwHRYfNGl68d7RYdw1m4p57wl/sNzRmMSolugyO0p2+cND/8b/9xNsuaOqzW3OcZR25mTV947WWk18j78EkSZIkSZKXY6jzBpzlcE46nU67PSuUl+ARRSwGNc1E6jLPYrV4JNs6Njq8cJGaP3H0xMlx7KkQu4qsYuhlLLR2k73csWlTJfKOsKw8jvsC1UDWcaaVy1TBUM9YGYEMqLt1m1DJc/XNXFoSZ2M5i6IKsWzqsRquzprtLC9jZg5Us+5R1vVU13VZOGNt0QbMsp65anZ2ugyZ40hQxMJFKWEzRd3IQi3Q2oI5iUCrVXTLXk98HbtEMF8E66HhIc2J6Gec+Krb0HqslS9ds2LJwIIwNXXs1LE9Bw4PDuf/+//2q5esGtKq8Qd/dfcXb/keG6O0ABhcoY1hJbXiRAQtwtrRZijemsO1b0KGIBHaO5cL4AGIIdpcvxQDLC2nSpIkSZIkef14DUWOs/+g90XuaUCMcXhkZMHoArPDgMx3dfjn6o2f5zENMJg50qqq0fTXXbHio9es27ikuXyYg80iSuPoRDkxU3VnpnccPvm9xw8+snemmph+24bVv3DjRa1WNCDXqqy5fc+ppw5PXn3VljWj4mmdSpteQlkdPHBo0diSBaPDUaM6HJ4Kf/SFm0PgJz723ovPH80QaMEjTGDgr7//yI8eO1pVzYZWQ9b77Psuv/aCBZbnwTEClfI7t+34xg8euP7yLZ9+z9uGmk69lOof33X0m9/49k3vf9f6CxePNjxjDfggje2PH9zx8KPvue7685YMOZGgWnu/a7z+w7/59qnSsqZfs6jx/s0b37lh9fKRgQWLRvMh1+udnJnE/qPtR3Y+cfHimXUjbnbKtizQf/ORa6648nxntSijFDd//6G773v08ksufv87Lx4q6FF7aGn+q7dtv/menWFoRWA+d6rP5nKTgDdTQmEKpZg5VVEzzDXlOPOXIc0VJEmSJEmSpMjx4sPLs/rs+sXXz4hRhL7VaBYNB1S5IVoerQIoYqrPv57nuet8BNC5+gFVH7uD 7cO/ 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1ujJoKZO2Mz2Z8gXeBZw3pCxbQoZ1oSFw/6G99+xeXrF29cMbpitDUyUEQiz0RDyBidYx0CvBNTmkX6SF9HxFA3PTNGFdZAWYapmXLvvpMPPH7wqQMTnZrKWlU9HRWqSpGskSPUa5YukYHRrms+vO/Itid2TdYSpYBzUHv2s7Vnvj1LDiBgNpfU5vbC6s+kxOgVykbQFXn94avP+7VPXbd2xDtEzG3V1e+VOF+v8lJLsxxJkiRJkiSv5FDnTbGwikZRHylBoKLU2iNKrD1Z+8H7n5r8f/7q7tuenpmli64i24BAmwCtv+RpftTcP2cvGCKefewXWonkte1RBRSqORW5doalvWHFyI0bR6+9YsuFF6waGWp6modRUdVaSl7VMYRaY1BVkhQhbWRgICMKR1hVW89YVObb0X3z9ge/+O37Hjsy3UYWLI91gZgVrIUMFIUCgQyCGhZyGQg24JsDMev2MKUwYNC0gHiANFKjWoAoaOjvyvvPnfRnXjifc2bm99ea29GXAu/LagC4ZusFv/XRCy+/aOGgrzKFVXltRKOuMFXYAM8u5qWFVUmSJEmSJClyvGqRA0ZRZ4QxGtXQH+86iPvG3Yf+7O9vufdgNeEXwedACXQB9Pt1PE+2+IkjhzOoKTT4qjekszdesfYzH7t+w8oFi0YaZiiDHR/v7jlwaO/BYzOz9bHxmV2T5dETJ0+cOFGWpYgYTCgjTbl4/eqNq9dcvWXd5ZtXLhgSR5lp65/83Q//6H9s6wwsm4SFBiAKirM89icZCJCIEeg3Ow/OMZZNuCZZQztgTh0Wa2duNtbRomU+NzIIIhGRnVvkeMHfu/4pIw1OUUCk7F00VH7yp6740A2b1ixwhQHMaqCGeiiRajmSJEmSJElS5HitRw7AnKB2CEA0ybtaqHc/fuT47335vrse3t0uhrU5DCMsQuPcVrMvT+ToLy4qyqlL147dcOmam67euGZRNn7q1MFxe+CR3SenZw6cmNxzZOLQeHtyttaspc0BOIFzTpzCLEaoUXvozWTdztbVCz/yzq0/c9O1a5cN3XPHw//5L2+546jH0PIuahQRrBABdWi1EANCRZhEAj4iB5Xayd2g1Yowm0lAhKApqE1KIlNkgb6EU9+A89D2P7+46mwLzQ0k+8mnjqI2UsgCdj/17q3/8qcuXbswxtARjlKKgOp5WwSmyJEkSZIkSZIix2sochhgsMyCt4qGEs22a958+9N//pUfPnCsUbks5GKOUJtrUIEIxpcpcuS92S2rlmxZv2rI19Tunn0HHtu9pzJa9AqJzCrJKxaWDdTm4Dy1Y/3iE1JEDBAyiLde5Qx5d2IwHL/u0vN/9dMf377t4d/96remFp6nOgzJIQZT1BnUi6u8dlsohyVmZkYXkAf4WEerOguH3JaNy5YsagwOeNNoHJhuu5Pj0/uPnDg8Mdtls22NGg6uAl+CyOEMCjMSZlCVLDOLhljU2cJe++PXrPq1T122ae2A1WLaMl+nyJEkSZIkSfK6jhxvlh2rDKakwhuy6Jp3PXLy81+7/dFjVelHAwErESMAMXEqKs8fOJ5z8mAGe24t+Iuc6/434rNDR44e3L9XQ8+867iBMttgeVPCDGEmDhBVAwEaWLv5Amoz7bcJn0s4eWEqKq4T/PefPBn+YQeCn24sV+bMCqo6La3qNKXQKi5je7Sh119+0Q3XXrJ62cjAQBYo02199JGD+3Y98rEPv2vFkuGiAcnQqyONZcc6Pe0EOTw+e8/Du265a8fhyd5haykcyLMcIs/dzZ5bA6OEGQgYCe/UFGLI65LNqXr5zXceL1pP/uvPXLtkAAjduZ4eSZIkSZIkyes3deBNMstBdXAG6am/96mTf/jl2299/HDXj9ZwgIKBiDSIkcYoEumeP7k8Uxv9opHjn3zYf/o5m3oRD62AWsSUTi2HeFg5330ciDUQKIGAWvP5tskKMBUrYDTtZLkJxCpfuaapNER09tBwMT3gZs9bsfgtF1/yvi3rz1u5cHS4WRSIofZOyZC7rJwu6epmY2Bq1nY8fujuHfsOT0y2q2p2tlPV5cDwUN4aksZwKQM/fuipvV0q5Z+JHGe88BeKHP278fTkhQBQ5G3UwyhHG7UuyU79/Acv/LmbNq8bazCmWo4kSZIkSZLXc954k8xyEIBaoMzUcsvdO//mH7bdsfNEtzEWXAPWAUAVwBsQaJD+FMPLRkyp8B7i1BQWGbqiEqmgAA5wMAEcjKCBz7czrwWYGmkicHmFEmbIHWLNqDLbXpZXN1578Yffd9mGNUsamZudnHlq36E9R0+dmGqfGp8Ida9gWLdk5OduesfgYON4u/ovn/vaDx84vmtSdWi49nlUcZK7o+0QJyi5ScuYK/WluRicq5SR/iZYBoC+14ysLZ/oZf5IdF/47v0Ovf/lk9cvyizNcSRJkiRJkryuvREjh4HzH60bSBjNhC7AP3lg8kvfvevB/ZOhuSAwhziYQWnIDB4EGME4103i5ZFpW6ysnDcU/Whh9I4msQKEzBUSzRmdGQxK63GuLcbcBIIRZoQ5EwEJEqoUAgGYbbrulZvXv23Tuve8dWNsn/z2l+84cOjowV537/GZpw7PTHcdiqGMImVnFPv37q9/+bM/vef45M337T8SFlTLl6gHVBBFUdfalSyHGaOZvHSd+uZL+p/JEiaNqtnLZkMxDbo6NMY7+ffu2btp/fqPXLNCLPQvaH/PYpr283J69yZJkiRJkrwuvAEXVomZmBpYMqdziN0CQa318PHeb//+320/2pu1QpEZMsABNWAwnjGEtRc59tmOdF/4njQF+7UMp5t 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 7cO/ 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 7cO/ 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...
Ngày tải lên: 04/03/2014, 21:09
1132 Câu hỏi trắc nghiệm Vật lý 12 có đáp án
... ngắn) Nu trong vựng khụng gian có từ trường biến thiên theo thời gian thì: A. Các hạt mang điện sẽ chuyển động theo đường cong khép kín B. làm xuất hiện các hạt mang điện, tạo thành dòng điện ... như một con lắc vật lí quanh một trục đi qua điểm O. Khoảng cách từ khối tâm G của thước đến điểm O là a. Biểu thức của chu kì con lắc theo L và a theo biên độ góc nhỏ là: A. 2 2 12 2 12 ga T L ... 2 12 2 12 ga T L a π = + B. 2 12 2 12 L a T ga π + = *C. 2 2 12 2 12 L a T ga + = D. 2 2 12 2 12 L a T ga = # Câu 100(QID: 100. Câu hỏi ngắn) Mt a c ng tớnh, bỏn kớnh R = 12 cm, được giữ trong...
Ngày tải lên: 08/07/2014, 11:00
Bộ đề trắc nghiệm sinh học 12 cơ bản - chương V - Di truyền học doc
... vi sinh vật? A. Vì việc xử lí vi sinh vật không tốn nhiều công sức và thời gian. B. Vì vi sinh vật dễ dàng đối với việc xử lí các tác nhân gây đột biến. C. Vì vi sinh vật có tốc độ sinh sản nhanh ... Tinh trùng mang X kết hợp với trứng mang X tạo hợp tử phát triển thành con gái. B. Tinh trùng mang X kết hợp với trứng mang X tạo hợp tử phát triển thành con trai. C. Tinh trùng mang Y kết hợp ... 3 xanh, nhăn : 1 xanh, trơn. B. 9 vàng, trơn : 3 xanh, nhăn : 3 xanh, trơn : 1 vàng, nhăn. C. 9 vàng, nhăn: 3 xanh, nhăn : 3 vàng, trơn : 1 xanh, trơn. D. 9 vàng, trơn : 3 vàng, nhăn : 3 xanh,...
Ngày tải lên: 11/07/2014, 09:20
Trắc nghiệm vật lý 12 có đáp án phần lý thuyết
... kdd C. λ kdd =− 12 D. 4 )12( 12 λ +=− kdd Câu 120 : Trong hiện tượng giao thoa sóng nước, những điểm là cực tiểu giao thoa khi hiệu đường đi : A. 2 12 λ kdd =− B. 2 )12( 12 λ +=− kdd C. λ kdd =− 12 D. 4 )12( 12 λ +=− ... biến thiên theo thời gian, nó sinh ra một từ trường xoáy. B. Điện trường xoáy là điện trường có các đường sức là những đường cong. C. Khi một từ trường biến thiên theo thời gian, nó sinh ra một ... về điện từ trường? A. Khi từ trường biến thiên theo thời gian, nó sinh ra một điện trường xoáy. B. Khi điện trường biến thiên theo thời gian, nó sinh ra một từ trường xoáy. C. Điện trường xoáy...
Ngày tải lên: 18/08/2014, 21:26
500 câu hỏi trắc nghiệm lịch sử 12 (có đáp án ở cuối tài liệu)
... Bombay 122 . Giữa thế kỉ XI, quốc gia nào đã thống nhất lãnh thổ để hình thành quốc gia Miama ngày nay? □ A. Thái lan □ B.Brunây □ C . Campuchia □ D. Pagan 123 . tại sao những người Thái lan di ... gian nào? □ A. Thế kỷ VI □ B.Thế kỷ XI □ C . Thế kỷ XIV □ D. Thế kỷ IV 128 .Thủ đô của Vương Quốc Campuchia từ thế kỷ IX đến thế kỷ XV là: □ A. Aêngco □ B.Sa Huỳnh □ C . Óc eo □ D. Nam Giang 129 .Người ... ăn như thế nào? □ A. Chia đều □ B. Chia theo số tuổi □ C. Chia theo năng suất lao động □ D. Chia theo đơn vị 21. Sau khi biết chế tạo công cụ bằng đá,con người đãbiết chế tạo công cụ bằng: □...
Ngày tải lên: 23/11/2014, 09:31