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xu hướng tóc nam thu đông 2013

Tài liệu Cập nhật nhanh gọn xu hướng tóc mùa Thu/Đông 2013 potx

Tài liệu Cập nhật nhanh gọn xu hướng tóc mùa Thu/Đông 2013 potx

Thời trang - Làm đẹp

... Cập nhật nhanh gọn xu hướng tóc mùa Thu/ Đông 2013 Rodart lại mang đến một kiểu tóc tết theo hơi hướng Bohemian: hoang dại và rất nữ tính. Để có được kiểu tóc này, bạn cần dùng máy ... những định hướng thời trang cho mùa tiếp theo: Thu/ Đông 2013. Vậy, trước khi cùng "mổ xẻ" và đánh giá về từng xu hướng trang phục cũng như phụ kiện chủ đạo của mùa Thu/ Đông năm nay, ... lĩnh vực cũng quan trọng không kém đối với phái đẹp: xu hướng tóc. Thực chất, các nhà mốt đều đồng loạt tái sử dụng những kiểu tóc quen thu c nhưng tất nhiên, kèm theo đó là vô vàn biến tấu...
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Xu hướng trang điểm thu đông ppt

Xu hướng trang điểm thu đông ppt

Thời trang - Làm đẹp

... bật đôi mắt. Ngoài ra gam màu nâu đen, xanh lá, xanh thẫm cũng được dùng nhiều trong xu hướng trang điểm thu đông năm nay. Phấn nền và phủ: Vẻ đẹp tự nhiên tiếp tục được chuộng. Đặc biệt đánh ... Ảnh: shutterstock Những gam màu dành cho trang điểm mắt “hot” trong mùa thu đông như màu khói vì tạo cho đôi mắt sự bí ẩn, phá cách. Với tông này có thể đi cùng son môi ... hơn. Đây cũng là gam màu giúp gương mặt bầu bĩnh, góc cạnh trở nên thon gọn. Son môi: Cũng với xu hướng thời trang cổ điển đang chiếm lĩnh thì màu son đỏ thẫm và màu của ma cà rồng, mận chín...
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Bangs: Xu hướng tóc của mùa thu đông 2012-2013 pot

Bangs: Xu hướng tóc của mùa thu đông 2012-2013 pot

Thời trang - Làm đẹp

... với những lọn tóc uốn to bản mềm mại, khuynh hướng “Urban Wave” là sự lựa chọn hoàn hảo cho 3 tiêu chí: đẹp, đơn giản và thoải mái Bangs: Xu hướng tóc của mùa thu đông 2012 -2013 Từng là ... vào những năm 1970-1980, khuynh hướng tóc bangs quay trở lại đầy ấn tượng vào mùa tóc hè 2012 và hứa hẹn tiếp tục sức ảnh hưởng đến xu hướng thu đông 2012 - 2013. ... với kiểu tóc uốn lọn to bản, những mái tóc suông thẳng tự nhiên vẫn luôn có một sức hút đặc biệt. Đến với khuynh hướng tóc hè 2012, yếu tố đẹp và ứng dụng lại càng khiến cho xu hướng tóc thẳng...
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Đánh giá tác động của các nhân tố đến thu ngân sách nhà nước Việt Nam trong thời gian qua. Xu hướng thay đổi thu NSNN khi Việt Nam gia nhập WTO

Đánh giá tác động của các nhân tố đến thu ngân sách nhà nước Việt Nam trong thời gian qua. Xu hướng thay đổi thu NSNN khi Việt Nam gia nhập WTO

Kinh tế - Thương mại

... các khoản thu - Thu thường xuyên- Thu không thường xuyêniii. Căn cứ theo tính cân đối của ngân sách Nhà nước- Thu trong cân đối- Thu ngoài cân đối3. Các nhân tố ảnh hưởng đến thu ngân sách ... giảmnguồn thu từ thu , thu ngân sách thực tế đã tăng trong năm 2007 với mứcđóng góp nhiều hơn của nguồn thu từ thu xu t nhập khẩu đến tổng ngânsách. Điều này một phần là do giảm thu của Việt Nam ... kết giảm thu có thể thấy, về tổng thể, việc cắt giảm mức251 Thu nội địa 382,0002 Thu từ dầu thô 69,3003 Thu từ xu t khẩu, nhập khẩu 138,7004 Thu viện trợ không hoàn lại 5,000B THU CHUYỂN...
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Xu hướng tóc đẹp năm 2013 docx

Xu hướng tóc đẹp năm 2013 docx

Thời trang - Làm đẹp

... chỉ đơn thu n buộc hết tóc lên cao tận đỉnh đầu thôi là đã quá đủ cho một ngày ra mắt “công chúng” lộng lẫy rồi. Xu hướng tóc đẹp năm 2013 Chỉ từ những cấu trúc cơ bản dành cho tóc như ... một mẫu tóc vấn sang trọng dành cho những ngày đặc biệt. Hoặc bím tóc đuôi cá của bạn có thể thu lại thành một búi ở phần dưới gáy để phù hợp với phong cách retro lịch lãm mà bạn đang hướng tới. ... vài bím nhỏ và để xõa cùng mái tóc xinh đẹp của mình. nếp thẳng thớm và phần tóc uốn lọn to sáng bóng như một nàng diva tuyệt đẹp. Tóc uốn Những lọn tóc được uốn mềm bồng bềnh chính...
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Quảng cáo tự nhiên sẽ là xu hướng của năm 2013 (phần 1)

Quảng cáo tự nhiên sẽ là xu hướng của năm 2013 (phần 1)

Kế hoạch kinh doanh

... trên nhiều nền tảng xu t bản khác. Từ nửa cuối năm 2012, một thu t ngữ mới ra đời có tên là Quảng cáo tự nhiên (Native Advertising) và nhanh chóng được đánh giá là xu hướng mới của marketing ... được một lượng CTR tương tự như các video khác của Devour. Quảng cáo tự nhiên sẽ là xu hướng của năm 2013 (phần 1) Quảng cáo tự nhiên có nhiều formats, bao gồm promoted video, ảnh, ... user càng ngày càng “sợ” quảng cáo như hiện nay, nhiều người dự đoán Quảng cáo tự nhiên sẽ là xu hướng mới trong hoạt động marketing trên Internet. Một vài ví dụ về quảng cáo tự nhiên: Trang...
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THỰC TRẠNG HOẠT ĐỘNG KINH DOANH VÀ XU HƯỚNG PHÁT TRIỂN HOẠT ĐỘNG DỊCH VỤ CỦA NGÂN HÀNG THƯƠNG MẠI VIỆT NAM

THỰC TRẠNG HOẠT ĐỘNG KINH DOANH VÀ XU HƯỚNG PHÁT TRIỂN HOẠT ĐỘNG DỊCH VỤ CỦA NGÂN HÀNG THƯƠNG MẠI VIỆT NAM

Tài chính - Ngân hàng

... Ngân hàng. Với mô hình hoạt động như vậy đã thể hiện xu hướng phát triển của các Ngân hàng thương mại Việt Nam dần dần hội nhập với xu hướng phát triển của các Ngân hàng hiện đại trên thế ... nên các Ngân hàng hiện đại trên thế giới đều có xu hướng chung là phát triển các hoạt động dịch vụ Ngân hàng _đây là một hướng đi an toàn để tăng thu nhập Ngân hàng. Bởi lẽ hoạt động dịch vụ Ngân ... mà thu nhập từ các dịch vụ Ngân hàng hiện nay của các Ngân hàng thương mại Việt Nam vẫn chiếm tỷ trọng rất nhỏ, chưa phát huy được hiệu quả như tiềm năng vốn có của nó.Hoạt động kinh doanh hướng...
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Xu hướng tóc 2013: Trở về với trào lưu mái lệch docx

Xu hướng tóc 2013: Trở về với trào lưu mái lệch docx

Thời trang - Làm đẹp

... tóc tết Trào lưu để tóc lệch trở thành xu hướng hot cho năm 2013, kiểu tóc tiện lợi và dễ dàng kết hợp với nhiều phong cách. Một trong những điểm nhấn của xu hướng xu n 2013 là những mái tóc ... hợp cùng kiểu tóc tết để một bên tạo nên vẻ đẹp nữ tính và lãng mạn. Kiểu tóc thanh lịch và dịu dàng được cho là rất phù hợp với xu hướng nữ tính hóa của xu hướng 2013. Kiểu tóc dễ dàng phù ... kiểu tóc mái lệch xu t hiện trong BST mùa xu n 2013. Mái lệch tự nhiên Kiểu tóc rối kết hợp mái lệch tạo nên sự tươi trẻ, cá tính và hoang dại. Đối với kiểu tóc tết, đường rẽ dành cho tóc...
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THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 012 pdf

THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 012 pdf

Cao đẳng - Đại học

... âm thanh đẳng hướng với công suất ko đổi.1 người đi bộ từ A đến C theo 1 đường thẳng và lắng nghe âm thanh từ nguồn O thì nghe thấy cường độ âm tăng từ I đến 4I rồi lại giảm xu ng I .Khoảng ... THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012 -2013 MÔN VẬT LÍ Thời gian làm bài: 90 phút Câu 1 Khi đặt một điện áp xoay chiều vào hai đầu mạch gồm điện trở thu n R mắc nối tiếp với một tụ điện C thì ... vật ở vị trí thấp nhất thì cho thang máy đi xu ng nhanh dần đều với gia tốc a = g/10 thì con lắc chịu tác dụng lực quán tính NmaFqt4,01.4,0  hướng lên. Lực này sẽ gây ra biến dạng thêm...
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THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 014 potx

THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 014 potx

Cao đẳng - Đại học

... ph liên tc A. ph thu c vào nhi ca ngun phát mà không ph thu c vào bn cht ca ngun phát. B. không ph thu c vào bn cht và nhi ca ngun phát. C. ph thu c vào bn cht ... ngun phát. C. ph thu c vào bn cht và nhi ca ngun phát. D. ph thu c vào bn cht ca ngun phát mà không ph thu c vào nhi ca ngun phát. Câu 22: n áp xoay chiu có giá ... giá tr hiu dng 120 V, tn s n mch mc ni tip gn tr thu n 30 , cun cm thu  t cm 0,4/  (H) và t u chn...
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THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 015 docx

THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 015 docx

Cao đẳng - Đại học

... Câu 25:    là x, vµ   - là y,  Pb.y .xU 2068223492  234 = x. ... (H).  Câu 31:  Câu 32: d = 13,6 – 17,2 = - 3,6 (cm). Điểm C thu c vân giao thoa cực tiểu ứng với k = -2 trong công thức (2.1) nên ta có -3,6 = ( -2 + 0,5). ... trượt, rồi áp dụng định lý hàm số cosin cho tam giác AMB được: cos= .8,0220.132.2)1044( 220132 222 Câu 6: Công suất trên biến trở cực đại I max R + r = | ZL-ZC| = 60...
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THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 016 pot

THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 016 pot

Cao đẳng - Đại học

... 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 3Xu4 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 9XU5 PliRCBgF5/3dru3/F0rqrSkiVauNCeqRexmHp61N+f+tbdu9lFHE526dKl/v7+r3zlK8lhV1bW1tbW3NxcWVnJWcoDZncAQMlLO+FhJv39Gh/Xjh3W0ra6Wrt2KRbT+LhGRjQ6OnXTuXMT1zguWDA10TmzUee0ysu1aZPGx1M3/cAAEzzg2Ibev3//Y489dvbs2eHh4enzoeOTpC9evEhGU9IAAAc39KT4UtPNzZZHcMvL5fHI4ylwsN5/v555JsVliKOjlDSc6d///d8lbdmy5cc//vEDDzxw+PDhyZuYJJ1/zO4AgJIUi+nYMXV3p77V55sYFZ5ulrUvDEOtrcU6HWJwUPv2JR9kqjQcrLu7+6abbvrud7974sSJPXv27Ny5M348Pkl63bp1m4tr9UlKGgBQTCKR1Ctp1NertlZVVbPN1ohE9MEHOn06eYaxYWjnzqmdXIpLV1eKgfknnuCTAic7c+bM8uXLJZ07dy4+naOsrOzJJ5/87ne/y+yOvGG9TAAoMYFAig1W6uv1/e9r0yZVV6eZ9Ox2q6ZGmzbp+9/X9u1T6RxfajoQKMpzUleX4mA0yocFTrZs2bJ9+/ZJ2rp1qyS/3y8pFAqR0fnEPGkAKLGMbm9POOL16t57M7mqz+VSTY1qahImW1tdatohUpbHZ5+J+aZwtgcffPAnP/nJgQMHnnvuufPnzzNJOv+Y3QEAJZzRPp+2brVnUbnpPV2MMX3lXA5md6AYjI+PL1q0SFJdXd3dd9/d0NDAJOl8YnYHAJSGSCQ5oxsb1dxs27bYFRVqblZr68Rk66Lj9fIZQTGqrKx85ZVXJJ04caKysnL16tWcE0oaAGB3Rre1JRzZvNnyDoVmeDzatMm2Os8n9mFB0dq8efP9998vyeVyMUmakgYA2K2rK2H1usZGFktONjyc8CVD1CgqnZ2dJ06ciO/MAkoaAGAfvz9hGz+vV+vXc1YSRCLJ62TffjtnBcXF5/P9xV/8BeeBkgYA2CcaVU9PwhEb50bPGb/5TfIRxqRRhOKXHoKSBgDY5KWXEkZbN29mQnAKZ88mfGkYnCUAlDQAlLZIJHnrvjvv5Kwki0b1xhsJR5qaOCsAKGkAKG3HjiV82djIvI4UDh9OGLb3eIpvMWwAlDQAwE7RqHp7E44U9YB0LJaThw0Eks/Sli18dgBQ0gBQ2n71q4Qvi3rubyCgv/mb5Jkq2btytxqfT9XVfHYAUNIAUNrefjvhy2Lcd3BSfLHnri7t2aNo1J7HDAaTd6vxerV1Kx8cAJQ0AJS2WCxhDWlJK1YU8ctpaFBjoyQNDemZZ2wYnD5yRG1tCdOjDYP1AQFQ0gAAaXw8+Uix7yE8GdPhsLq61NamUCjDf2Ps2aPu7oSDhqHWVla+A2DVPE4BAMxBJ0/OwRfV0CBp4gLBYFBPPy2fTxs2qKLC1LdHIjp2TEePJm9n6PFo1y4yGgAlDQCQJH344dx8XdNjWpLfL79fHo/uuktLlqRO6mhUZ8/q9deTp7vEeb3asYNJHQAoaQDA586dm7MvLSmmJQWD6uqa+LPHo0WLtGCBLl7UuXMKBmd7qMbGiUcDAEoaADAVl3PYlTE9/YWbee0ejx54wOy0EACgpAGgVKTcxGR0dE6F4ywxnbaht2xh0WgAlDQAIJULF1Ic/O1v59rLtBrTPp9Wr6ahAVDSAACLjh/XmjUlGtOWlvgAAEoaAJAgGFQ0KpertGLa69W999LQAChpAIA58+enPn72bNHMbYhGNTKiq64y9YRniunNm+fgMDwAJ2EFTQCYc2baZOTo0aJ5CRcvat8+7d9v9v6TOyBO8njIaACUNADAJn6/otHieKoLF0pSOGxhS/CkmL7lFt5wAJQ0AMA6jyf18XfeKZK/nconXsKpUxa+a3pMv/sunwIAlDQAwLpFi1Iff+ON1KtNO9CyZZJ08qS175qM6WBQfj8fBACUNADAopUrUx8PhzUwUBwvoapKkoaGLM9ImYzpyS3EASA3WLsDAOaiq6+e8aaeHtXWqtzxIymTw+oXL1pevK+hQddco8WL+SAAyCnGpAFgLlq6dMabwmG9+WYRvISrrpr4w+hoJt++Zg3bGQKgpAEA1rlc8npnvLW3V5GI01/CggUTfxgb4/0EQEkDAPJo1arZbnX+HOLJGR3j47yZAChpAEAezXTRYdzQUNEsbTE0xJsJgJIGAORRRcWMq0rHdXUVwRwPAKCkAQAFcNddae7Q1VU0y0sDACUNAMif2to0dxgaKo51PACAkgYA5Pd3fPnU7tkz6e3V4KDTXwizUABQ0gCAfLvzzvT32bdPoZCj69nt5p0EQEkDAPLL7VZ9ffq7Pfus48Z9w2HePQCUNACgoDZsMJWte/Y46+rDkycn/jD7CiQAQEkDAHLF5VJzc/q7BYPq6HBKTMdiOnp04s+LFvEeAnCmeZwCACi8SEThsM6dS3HTkiWaPz/bicK1terpST9fYmhIHR3asUPlhR5nGRuberZLlvABAeBMZZcvX+YsAEABhEI6dUonT5rdw8/j0S23aPly3XBDJmEdDKqtzdQ9vd7Cx/SePVOnpbWVCR4AKGkAgBSN6p139MYbWV1R5/HojjtUW2stqfv61NtbBDEdjeoHP5j68vHHCz9GDgCUNAAUuKEPHzbbsiZ5vfra11RdberOsZh+9CMFg06P6a4u+f0Tf/b5TE3yBgBKGgDmLL/f1EzlzHg82rhRNTXp7xmJ6MknLTzsrl35Xst5cFD79k192dJi9t8JAEBJA8BcE43q+efNTobOsqe3bEnfnYGA2tvNPqZh6KGHVFGRp3MViaitberfGx6PWlv5BAGgpAGgJAWD2rt3tqFon2/qz+fOmZ16MQufT/fcI5drtvuYnzAd19yc8DxzJBbTU08lnKvt200NtAMAJQ0Ac81Mo78+n+66S4aReuJEKKTRUb39dubD2Iah++5L06BWY7q+Xk1NOZw2HYupoyPhJXs8evhhrjUEQEkDABn9eUNv2GB2skSWq3z4fNq6dbYSffVV9fdbC/SdO3OyIF0koj17ksfj//RP8zerBAAoaQBwbkYbhlpbM7l6LxbT2JheeSWTiR+zXzJ45TCwGbYPTodCevbZ5H8tbN6sNWv4HAGgpAGgxIRCevrphCO2rCg3OKgXX7Q8Pm0Y2rZtxssQYzH19FgbmY4/ZlOTamuzfUWxmI4dU3d38nEnbA0DAJQ0AOTblZfNNTaqocG2B0+ZnmnNvpac1TnTtvR0IJB6oN0w9OijZDQAShoASs/0XUUk1ddr0yabf0QopM5Oy5M9Zl8Hw+9XV1eGz6exUatWmZ0/HYtpYEAHD6Z+/hnPgQEAShoAilvS9OjczVLIbHB69sXsAgHt35/53jGGodpaVVVpyRLNnz9Vw9GoLl7Up59qZEQnT842LZuMBkBJA0CJSprXkYcuTLtY9ZVmn+aRt01kyGgAcwIT0QDAJgMDCVG7bVvOuzC+BaDXa+Fb2tsVCMx4q8ulXbvU3JzvUxd/IWQ0gGLDmDQA2OHKAem8XTYXi+nNN61dMph2qeZoVC+9lDDhO3dyvecLAOQMv7kAwA5JA9L5TMPycjU0aPNmC9/y7LOKRme7g8ul5ma1tORkH5ZJhqHt27VpExkNoEgxJg0AdmhrS1iM4vHHC1CHM21OnpL5qyEDAb3+uv2Tp+vrtWGDXC4+OwAoaQAoYZGInnwyIVJ37SrMM7EU05b2EQyF9Mtf6ujRzBf3mGRpy3QAoKQBYC47ciRhQbpcrCFtKabNL2aXdsL0lYJBjYzo+HHLC1p7PLrjDtXWcmUhAEoaAPC5PXsSJj/MvmxzHkQiamszFdMejx5+OMOJKJGIPvhAH32k0VEND6f+cR6Pli3TihWqrGQQGgAlDQC4whNPJHzZ2prbC/XsjWlLczzM/NzPPkvYmQUA5i4ulwaA7IRCyUfOnSv8s3K79dBDpu7Z3Z1mHQ+rP7eigowGQEkDAEy4cMGhT6yiQi0tpu752mu8jXFlVnC6AMzjFJSISCRiGEaJvFhb5izx16Ttp3TO+vjjHCWdDe9OdbVaWtKv5tHfr7VrmccMAJQ0UnO73cQQ7Yic+O1vk4+cP++gT2B1tTZvTlhaJKVf/lINDbyZ/IcPwBJmdwBAdkZHk4+8+66znuGaNWpsTHOf3l47Z0sDACUNAMhEMKhYzFlPaf16eb1p7vPOO7x1AEBJA0ChjY057Jd9ue6/X7NfLHH8OO8bAFDSAJBHCxakODgw4Ljn6XJp587Z7hAMKhLh/QQAShoA8qWqKsXB/n7HTfCQ5PFo8+bZ7uDAfwAAACUNACXnvfec+KzuvHO2/ReZ4AEAlDQA5M/VV6c+fuCAI3/rl+uBB2a8NRhkBQ8AoKQBIF8qK2es0kDAiU+4okL19TPeevYsbykAUNIAYF00anl+88KFM970yisOfZkbNlDSAEBJA4B9IhE984w6OqzFdHn5jKvLBYMaHHTiK3W51Nyc+qYrN5oBAFDSAJAmo9vaFA7r3LkUG4DPrrZ2xptefNGJi3hIuvnm1MfPneOzAACUNABYz2jDUGur3G5r375ixYw3hcM6dsyJL9nlSr2FeDDIxwEAKGkAsJjRkpqaLGe0pKVLZ7u1u1uhkBNf+KpVqY87cxAdAChpAHBuRns8s83TmIXLNdsizZI6Ox26UUvKGd4XLvC5AABKGgBMZ7SkLVtUnulvxTvumO3WYFA9PU48A5n9ywEAQEkDIKOnMtrrVXV15o92221p7tDf78R1PChpAKCkASCrjJYymR49ncslny/NffbtUyTirPOweDGfBQCgpAEgi4yWHau/3XVX+vu0tTlrO26Xi48DAFDSAJBFRsuO1d88Hnm9ae4TDuv5552+OMaCBXxMAICSBgBzGR135Ei2j3/vvenvMzSkF15w0Dm5clIKA9UAQEkDgIWMltTdne3IdEVF+tnSkvx+9fU59CzNvpwfAICSBkBGp7Z3b7YXBd59t6m79fY6NKYXLeLDAgCUNABYzGhJ4bDa2rKKabdbzc3FFNPDwwlfrlzJ5wUAKGkAsJjRkzG9Z09WFwXW1pqdI1HwmI5Gk89M2osmAQCUNAAyekbBoDo6Mo/p8nLt2mX2zoWN6YsXE740jGzX1QYAShoA5mBGW7qWbmgoq5h2u7V9u4WYfvXVwiyNNzqa8OXq1XxqAMC8ssuXL3MWAMzxjDYMNTVNraoRiairS0ND6R/E69WOHSrPdNChr0+9vWbvnOXPykxbW8JyJbt3MyYNAJQ0ADK6TeHwREPX1qYo1CNH1N2d28CNxdTRYSrZ4wxDra35a9lAQO3tCa/U/KQUAACzOwDMZfEw9flSd/CaNWppSf8g2UzzKC/Xjh0WruGLrxwSCOTp/Bw9mvBlUxMfGQCwhDFpAHNUfCW7tOO7SeOyM8lmZDoa1TPPWLvqsbFRDQ25PT/BoNrapr70+cwu3gcA+Bxj0gDmKLfb1DSJ6uqcj0y7XGptlWFY+JbeXu3Zk+0eMbPH/d69CUc2bOAjAwBWMSYNAHkZmY5EtGeP5d3Im5tNbT9uyZWzt3PxUwCAkgYAYtq2mLZ6AeLkT7z3XlVU2PZKk1YU4UJDAKCkAWDOxrSkxkatXSuXK6sXGIvphRfk908dMQw98ki2DwsAlDQAIB8xLYvrTNvV01dOL8nzonsAQEkDADFtQ0yb/Ckp+Xy66y4LWzbGYhoYUE9PwvohhqGHHrJz0ggAUNIAUDTi269s26bq6qKMafNbLaZkGFq9WsuXa/HiGUepIxEdO5Zi/JvRaACgpAGUekbHdzF89FH7N9nOT0xL8vvV1ZXts/V4tGiRJN14o66/XmNjGh+fsdE9Hu3aRUYDACUNoOQzOndjq3mL6WhUL72UcCFg7tTXq6nJ/n94AAAlDQDFlNGSWlrsn9pRkJiWFAqps9PygtPmGYbuu081NXyCAICSBlDyGZ2fDa7zGdPxnn7tNfvHpxsbtX49Q9EAQEkDIKMlSX/6p3laeiLPMS0pGtU77+j48WyHqONXJWa/EDUAgJIGMHcyur5emzbl76fnP6YnX/XQkE6dsjZKbRiqrVVtraqqGIcGAEoaABndlrAccnOzfL68PodCxfSkUEgXLujjjzU2posXU9xh5Upde60WLmSVaACgpAFghowuSEk7IaYBAE7CL3oARZjRkk6dKsCTqa42le9DQ+roUCzGuwcAlDQAOCyjJQ0PKxrN9/Pp6zM7X5mYBgBKGgCcmNGSwmE9/3y+M/rKbbeJaQCgpAGgmDJ6MlX7+gqW0UzzAABKmlMAoCgzOq63V4ODBcjoxkY1N6ulhZgGAEoaAIowo+P27VMgkO+MbmiQpOpqYhoAKGkAKM6Mjmtvz1VMz5LRccQ0AFDSAFCsGZ27mE6b0cQ0AJQ2dmYB4MiM3rxZt902sZPfqVPq7jb1IC0tqq7Oa0ZPYtMWAKCkAaDAGd3YqLVr5XIl3CEY1N69poarbYlpqxlNTAMAJQ0AhXHkiLq7ZRh66CFVVKS+TzSq55/X0FDOYzqzjCamAYCSBoCCxXRtrdzu2e4Ti6mjI7cxnU1GE9MAQEkDgHPlNKazz2hiGgBKCb/BARTXL61y7dghrzf9Pa2u5mFXRsvKah4/+pEikfT3DAZZ9AMAKGkAcGRM25jRlmI6GFRbW5qYDgTU1sYKegBASQOA82La9oy2FNPhsNraFAymuCkaVV+fqYkiAIBCYJ40gKJly5zpHGX0JJNzpiVt3qw775yYNh2LaWBAPT0TC/8xoxoAKGkApSsYVGWl/S2YZUznOqOtxrQkw9Dy5Roenlo8m4wGAEoaQOmKp2SOijDjmM5PRmcQ09OR0QDgYPx2BpB7V10lSUNDeuopU0tVWPs1ltGc6XxmtEzPmSajAaCoMCYNIC/8fnV1SUqzkWHGLI1MDw/nNaMnWRqZJqMBgJIGgAn/839Ozf3NckPvLGM6SX4yOm5wUPv2kdEAMDfwaxpAvixaNPXn9nYdOWL37zPT0zwKldGSamrU2EhGAwAlDQCmRaPJo8Xd3errK3BM5zmj49avl2GQ0QBASQNAOrGY/H4980yKm3p7tWePzVv3WYrp5csL 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 3Xu4 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 9XU5 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NQBASQMoebGY3ngj4cjGjU7JaFlftSP7mO7t1Z49ikQSDgYCeuopdXVJn28GDgCY6+b4HodlZWU5fXx2iERBPq75/uBduTH4448X4FrDlBkdZ+NmhOZ3QDQMLV+uG2/U9dfr4EEFgxPH4xnN9it2iEQihmHwCxmY43/LUNIA5rJXX01Y/M7nU3OzgzI6HrWPPmpbvJqP6SuR0QBQSvh1DyCdgYECP4HZM1pSOKwXXrDv96LpaR5kNABQ0gAwo1AoYfE7SUuWOCuj4/x+axuG2x7TZDQAUNIAkGB0NPnINdc4LqPjenvtj2mTK1WT0QBASQNAetde68SMnozpwUE7Y3rXLqW94o2MBgBKGgBSGBtLPnLVVQ7N6Lh9++zcFcXt1rZtZDQAgJIGYN3Fi8lHzp3La0bHlwppblZ9vdm5Fua39TajunrGn0tGA0Bpm8cpADCb4eF8/8TJjDYM7dw5VbE+nyT5/RO7n6SNaRsXmf7Wt9TWRkYDAJLwdwCAWSUt3CHp1Knc/sT4noVer1pbUwwG+3zavVtmduuwcWT6ygktZDQAgJIGYFmuR6l37FBjo3bskNud+g5ut1pb8x3TZDQAgJIGkK1wWNFoLn8tlauhIU2nut165BFT6z3bEtMXLpDRAABKGoBF8dnJSeITMArL5TK7eUqWMR2Laf9+MhoAQEkDsMPhw874BVaej5ju6ZmYLE5GAwAoaQDZGhpSJFISMR0IqL+fjAYAUNIArLvxxtTHBwYc82ssZzEdCKi9nYwGAFDSADJy/fWpjx8/7qTfZLmJ6fgqJWQ0AICSBkpdJJLJ9IYlS1IfDwZzssCco2K6oUHNzWQ0AICSBko+o9vaMpkrvGDBjDe98orDfp/lIKZ9PjIaAEBJAyWf0eGwDEM33GDte12uGfdAcdqwtPK1mgcAAJQ0UFoZLam1dcaNA2exevWMN73yimIxYhoAQEkDmNMZ3dycSUZLWrVqxpuCQQct4pFZTOd0v0YAACUNoOgz2utNvVuhGZWVs93a0+PEGDUZ04Yhl4tPCgCAkgYwQ0ZLuvferKq0vn7GW8NhvfSSI3+9mYjp2lo+KQAAShrAzBktqaIiqwecvTj9fg0OFmVMU9IAAEoawGwZnb2qqhlX8Ijbt88p+4dbiumqKj4vAABKGsCsGZ3lVOby8tlW8Ijr6nLcOh6zx3R9PWtFAwAoaQCzZrSkw4ezffC1a9PcYWhIL7zg1F915SlWIGFqBwCAkgaQJqMl9fYqFMrq8V2u2a47jPP71dfn0PNz/HjCl4ah6mo+NQAAShogo03Mje7szHb2Rdph6XiyO/Dqw2hUwWDCka9+lU8NAICSBsjoKzLa40lxt2BQHR1ZxXRFRfphaUn79jlu78CRkeQjt93GBwcAkKWyy5cvcxaAOZLRPp/uvntiI8NoVIcPq7c3+f719dq0KfMfF43qBz8wdc+WFgdNn2hrSxiTbmxUQwOfHQBAlhiTBuZKRm/fnrAfuMulhgbt3p08Pt3fn9VUZpdLzc2m7tneriNHHHGWAoGEjDYMU9NUAACgpIG5LBxWOCzD0O7dqqlJcQe3Ww8/nLwAXG9vVjFdW5t69siVursdcQHi0aMJXzY1sUM4AMAW/+2JJ57gLADFyjDk9eqrX50air5SWZluvVVlZTpzZurgmTMqK9OyZZn80LIy1dToP/7D1J3jP6i6WmVlhTlFg4M6cGDqS49HW7bwwQEAUNIApGuvNTXCumyZnTF99dW64Qb93/9rNqZHR7ViRQFGgmMx/e//nbArzR/8ga6+mk8NAMAWzO4ASkZDgxobE45kM83D55txC+4rDQ2pra0AC3r09CQsadLcrIoKPggAALswJg2UEntHpr/8Zb39ttl9yKNRvf12Xmd69PXp4MGE9P/a1/gIAABsxCp4QOnp60teHS/jVeHM7AiTxDC0bVvOF8gLBNTePvWlx6OHH1Y5/xcOAEBJA3BOTIdCevppy9/l8+mee3I1c3pwUPv2JbR7a+tsF2UCAEBJAyhMTCcNAJvX2Ki1a23u6aTXRUYDAChpAHMzpm3s6VBInZ3Jm7CQ0QAAShqA02M6FNKzz1qbMz2dz6fVq1VVlcls5lBIhw+rvz/hIBkNAKCkARRNTEci2rMnYVQ4A42NWr5cixenH6WORPTBBzpwIMVPJKMBAJQ0gCKL6VhML7wgv9+GZ2UYqq1VVZUkXX21Kis1Pq5PPpGkU6c0PDzj+LfXq/vvZ0twAAAlDaDYYlpXrJ6RT/X1ampiwTsAACUNoGhjOhLRz39uz+C0SYah++5TTQ3vJACAkgZQ5DEtKRDQ/v2ZX4Zons+nu+9mYjQAgJIGMIdiOhbTwIB6enLV0x6PtmzJ+aaJAABQ0gAKENNxgYBef11DQ3Y29F13qbaWWdEAAEoawFyPaUmRiAYGdPx4VovlxRefZhwaAEBJAyitmJ5M6g8+0OnTOnPGVFXHF8WrrTW11DQAAJQ0gLkc05NiMV24oE8/1blzyTdde60WLtTChUzhAABQ0gCIaQAA5oJ5nAKgYOIrLi9YoKoqLVqk665z4qSFeDRPj+n4n4lpAEDJY0waKFxGt7WlWBjO59ONN+r667VkiRYscEpbMzINAAAlDTg6o1NySFsT0wAAUNJAMWV02raePz9/G/sR0wAAUNKFK6iIYRhz8qXxQcpfRqfk9aqycmK+tWHksK2JaQA5dunSpfnz5xfp32X2/kXP362UNIDcZ3RKHo8WLdLKlROryFVUENMAAFDSABmdRVsvWaLrrlNlZVYrNBPTAABQ0kCpZHRKhqHly7Vkia65xvLljMQ0AICSpqSBEs3omZhfKoSYBgBQ0pwFgIzOsK2JaQAAJQ0gHxnt9WrtWlVWTl3/F43q4kV9+qlGRtTdXWRtfdNNqqzU4cPq7yemAQCUNIDcZLTPp7vvTrM4XSCg9vbkg16vhoaK77UT0wAAShpA5traFAxKUkuLqqtNfcuVMe31ascOXbqkjz7SuXMaG9P4eHG0NTENAKCkAWQoEtGePfrWt+TxWPiumWI6acW6SEThsNPbmpgGAFDSAPLKZExfGe6ffabRUZ0/rw8/lN9PTAMAQEkDxLS5mE4Sv5xxsq2HhwuzhAgxDQCgpAEUX0wnicV04YLGx/XRRxod1blzEzO5iWkAAChpgJi2LBTShQv6+OPcTrkmpgEAlDSAORjTSXI05ZqYBgBQ0gDmfkwniU+5npwWkvGUa2IaAEBJAyi5mE6S8ZRrYhoAQEkDKPWYvtLklOtTp2Zra2IaAEBJAyCmTbX12bMJc0IoaQAAJQ2AmLYmPiekooJ3EgBASQMgpgEAKFH81QsUm+pqtbQkHBkaUkeHYjHODQAA+cSYNJC1UCj5yIIFcrly+0MZmQYAgJIGikwspvFxnTypDz9Ms6yy1yu3WytXatEiVVba37jENAAAlDRQHAIBHT2a+YZ/Xq/WrtXSpXYOVxPTAABQ0oBzxWIaGFBPT4a7+qVM6q99TVVV9vQuMQ0AACUNOFEgoP37bWvo6QxDTU2qrbUheYlpAAAoacBBYjG98ELmczny3NPENAAAlDTgCKGQnn02J0PRKXk8+ta35PEQ0wAAUNJAMbsySSd79447tHixbrhBbvfEwfimfRcuaHhYIyMaGsr859bXq6kpq/AlpgEAoKQBZ2W0x6MtW1Rdnf7bIxENDOj4cQWDmfx0w9BDD2W1mTYxDQAAJQ04IqMNQzt3ZjLvIhDQK69k2NPbt6umhpgGAICSBopEMKi2tuQAvf/+rJZ/DoXU2ZlJTzc2av36zNuXmAYAgJIG8iQa1TPPJFximGXLTjc4qBdftHz9YpbtS0wDAEBJA/mwZ0/CxYKNjWposPPxYzH19Ki/n5gGAGDO4C9UQPL7EzLa69X69Xb/p1auTZvU2irDsPBdQ0Pq6FAsluEPra5WS4udDwgAAChpYEo0qp6eqS8NQ/ffn6tRW49Hjz4qr5eYBgCAkgaK32uvJcxgfuihrC4xTP/fXLl27dLmzcQ0AACUNFDMotGEucseT1ZrOZu3Zo1aWizM9Bga0gsvZP7jiGkAAChpwGaHDyd8uWVL/n50dbW1adN+v44csTmmf/QjRSJ8CgAAoKQBi2Ix9fZOfenxmNrF0EZutx55xMK06e7uDLd6mSmm40top43pQEB9fXxeAACgpIHPjY0lfHnLLQV4Di6XduywENN79yoatTOmw2G1tSkUmi2j29vV2yu/n48MAACUNCBJGhhI+PL66wv0X2G5hZgOh/XSS1n9uJQx/fTTKUI5FtOrr06sSO31qraWjwwAAJQ0IEnJ+6QsWVK4/xDLtWOH6utN3dnv1+CgzTEtqatLbW0KBBSNKhRSIKAf/WjiFLGfCwAAqbDHIUpVKKSnn0448vjjhY/Fvr6EqdszMQw98ki2q/X5/erqSn83MhoAgBnwtyNK1fh48pFLlwr/rBoaTE3zCIf12mvZ/iyfT42NZDQAAJQ0YNEHHyQfuXjREU/M5Jzp/v7ZLhM0af362ZbhI6MBAKCkgRQ+/NCp/1GavgAx+2Hp8nLddx8ZDQAAJQ1YceUiyp9+6qyYTrtpi99vw7B0TQ0ZDQAAJQ1YMTSUfOTcOSf9p1luagfEpD0abUFGAwBASQPWnDrlrOfjdmvnzjT36e/PaqMWMhoAAEoasIHfr1jMWU/J49HmzWnu8847Wf2I6fNDyGgAAChpIENJ+4c7wZo18vlmu8Px45k/eCymzk4yGgAAShqwwuNJcTBp/3CH2Lp1tgnTwWCKqydNOnZMwSAZDQAAJQ1YsWhRioP9/Y6b4CGpvDzNhOnM/gEQCKi7m4wGAICSBmzizGFpj0f19TPeOjpq+QGDQbW3k9EAAFDSgHVLlqQ+3tPj0Ce8YcOMczz8fsuPZhgyDDIaAABKGiUvEtGRI9a+5brrUh8PhzMJ0zxwudTUNOOtVrdocbvV2kpGAwBASaPkM7qtTd3d1mK6snLGm3p6nDhbWlJt7YzD0uPjlh/N7SajAQCgpFHyGR0OyzBUW2vhGysqZrwpHHbobOny8hmHpT/5hM8CAACUNGA9oyW1tsrttvbtXu+MN3V1Zb60XE7NNCzttA0aAQCgpIHiyOjNmy1ntKTbb5/t1q4uR/4nW67Vq3nzAQCgpAE7MtowdOedmTzILGPSkoaGHHrp4apVKQ4OD/OhAACAkgasZLSkr341wyvn3O7UOx1OcuYcj5TXSk6eDQAAQEkDpjJa0jXXZP5od92V5g579jhuHY/ycvl8fBAAAKCkgewyOks335zmDsGgE/dqqavjswAAACUNFC6jJblcs+3CHdffb3nbl1ybZTFsAABASQNmM/rgwaweee3a9Pfp7lYg4OjzM/uEbwAAQEmDjE4hGNTgYOYPXlFhatpxe7vlHblzZ/785COLFvExAQCAkgasZHTciy9mdV3ghg2m7vbss05ZyuPKxbNvvJFPCgAAlDRgMaMlhcPq6Mg8pisq1NiY/m7hsNraHLr34fXX82EBACDP5nEKUBwZ7fWqqUmGIbdboZBeey1525ShIfX0aNOmDH/W+vU6etRUsre1ZbIzue1nJgmzOwAAyDvGpFEMGd3crF275PFM9GtFhZqb1doqw0j4lv5+9fVl+p9CuXbuNHVPJ4xMX1n8rOYBAAAlDUwYGFA4LMPQ7t2prwj0eNTamrzjd29v5jHt8aRfEc8hMX3uXMKXPl+GuzwCAABKGnPQmjXavDnNPAq3Wzt22BnTTU1ml5MrbEyPjSV8yUYtAABQ0kByTKedjlxebmdMl5dr167kSSOzxPSTTxZgnelYTAMDCUe+9CU+LAAAUNJARvlrY0y73dq2zcL929uTr33Mtfi8l0mNjUztAACAkgacEdPV1dq+3cL9u7rU15fVgtaWJO3peOutvP8AAFDSgGNiuqbG1ArT039QR0c+pk0HAgoGp75sbFRFBW8+AACUNOCkmG5osBbTQ0Nqa8vttOlIRPv3JxxZu5a3HQCAQvlvTzzxBGcBc0dZmXw+jY7qo4+mDp45o7IyLVtm+dGWLVNZmc6cMXv/aFRvv63f/lZf+pLKymx+abGY/s//SRiQ3r6dDVkAAKCkgbkS05Lef1/Hj6uqStdea+fr+vnP9Z//OfWlz6e77uLdBgCgkNFx+fJlzgLmoFhMHR0aGko42NiohoZMHi0QUHu75e/y+bRhgw3zmGMxvfmmenunjhiGHn2UJTsAAKCkgWKI6WBQe/em2KY7rfp6rV2beU9Ho3r++YRXYRhpNqwBAACUNOCsmI5E1NWV/GgmxSdjmNxAcVIgoP37E/KdjAYAgJJG6YpG5XIVa0zHYjp2TN3dGT4Zw9Dq1Vq1Kk1Sx3cxPHgw4fpCMhoAAEoaJS0SUVubVq/OMGSdENPKYqbHdD6flizRNddI0pIlkjQ+ro8+0uiohodTPDgZDQAAJY1Sz+hwWIahRx4p4pFppboKMKd8Pm3dyiWGAABQ0ij5jC7I2KrtMS0pGtVLL8nvz+0zb26Wz8cnCAAAShqlndGSWlstX3jn5JiWFArpl7/Myfi0z6d77snr4D0AAKCk4dCMrq/Xpk2FfDI5imlJ0ajeeUfHjydfJphxQ9uyFjUAAKCkMRcy2iH7ieQupuPiQ9TvvptJUns8uuMO3XYb49AAAFDSsPXdKivL0SNn/zGIRCKGYTjzuRUgpid/yvi4zp3T2JjGx2dciNrn04036qabtHQpAc1/0fn+bwF5d+nSpfnz5xf2OWT/WXLCqyi6kwZKGrAW11Oj0XGOunIuPzE904+WWIgDAIBix9/lyFdGO+6zX64dO+T1Jhzs7VVfXz5+NBkNAAAlDVjI6IMHiWkAAEBJAxYzWlIwqECAmAYAAJQ0YCWj4/bvn5gl7PyYPnKE9xMAAFDScEZGSwqH9cILzvvvIFVMd3c7bgQdAABQ0ijRjI7z+504dyJlTLe3KxTivQUAAJQ0HJDRcc6ciJwypp99VpEI7zAAAKCk4YCMnozpwUEnxnRzs6ZvMRMOq6vLcXO7AQAAJY0Szei4ffucOBHZ7VZra8KRoSG9+SZvNQAASMIeh7Apo30+bdigBQs0b57ee08HDigYNPUgLS2qrnbcSwsE1N5eBM8TAABQ0ijujE65DfjgoF580dRwtTMj9cgRdXdPfWkYeuQRuVy88wAAII7ZHcjUG28oHJZhaPfuFBktqaZGra3JF/Cl1N7uxGkea9YkPPlwWK+9xtsOAAAoaWStqUk+n1pb5XbPeB+3O8VqGEUU0/ffn3D1YX8/i+IBAIBJzO5A7sVi6ujQ0FD6ezpwmkfShGmPJ/l6RAAAUKoYk0YePmXlRTwyXV2d8MyDQYalAQAAJY28x3RjY1HG9L33Jnx5+DDvJwAAoKSR35huaCjKmK6oSJ4tDQAAQEkj3xoainKaR21twpdM8AAAAJQ0CqAY50yvWJHw5egobyMAAKCkkf8PXRFegHjTTQlfnjrF2wgAAChpENMmzLJmNgAAoKQBYtqsSIQ3EAAAUNIgpq0zs8sMAACgpAFiOpnHw1sHAAAoaRDTJiRN51i0iPcNAABQ0iCmTfjsM94lAABASYOYti5p2bsbb+QdAwAAlDSIaROOH0/4cvly3i4AADCPU4Bk0ahGRvTJJwkHr71WVVUqz/E/veIx3dGRfnGM9na1tKi6Ok8nJBhMOHLDDXxMAABA2eXLlzkLkKRQSKdO6fjx5GqcZBhavVqrVuV85YpYzFRMS9q+XTU1OT8zfX3q7Z360uNRayufFwAAQElDCgb1s5/NGNAzJfX69TkcojYf042NamjI4cmJRvWDHyQcaW6Wz8enBgAAUNKlLRbTCy/I78/kew1D27blcH6FQ2L6yBF1dye86kcfzfksFwAAUAwIghIWDOqppzLMaEnhsNrb1deXs8+m6QsQe3vV16dYzP7nEAolZLSk1avJaAAAEMeYdKlKGmrNhs+nrVtz1ZfmR6a 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 3Xu4 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 9XU5 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...
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THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 018 docx

THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 018 docx

Cao đẳng - Đại học

... tốc của viên bi luôn. A. ngược hướng với lực đàn hồi của lò xo tác dụng lên viên bi B. cùng hướng chuyển động của viên bi C. hướng theo chiều âm quy ước. D. hướng về vị trí cân bằng 40. Phát ... 3 21. Người ta nhỏ những giọt nước đều đặn xu ng một điểm O trên mặt nước phẳng lặng với tốc độ 80 giọt trong một phút, thì trên mặt nước xu t hiện những gợn sóng hình trịn tâm O cách đều ... đường cong. 41. Mạch điện xoay chiều AB có uAB = 1002cos100t(V), gồm điện trở thu n R, cuộn dây thu n cảm L = 2/Л(H), tụ điện có điện dung C ghép nối tiếp theo đúng thứ tự trên. Vôn...
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THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 020 doc

THI THỬ ĐẠI HỌC CÂP TỐC Năm học: 2012-2013 MÔN VẬT LÍ - Mã đề 020 doc

Cao đẳng - Đại học

... 1 hướng ra ngoài cuộn dây đó và đạt giá trị cực đại là 0B thì từ trường của cuộn 2 và 3 như thế nào: Chọn phương án đúng nhất: A. Bằng 021B và hướng vào trong. B. Bằng 021B và hướng ... Quang phổ của Mặt Trời mà ta thu được trên Trái Đất là quang phổ hấp thụ. B. Quang phổ vạch phát xạ chỉ phụ thu c vào nhiệt độ của nguồn sáng. C. Quang phổ liên tục phụ thu c vào thành phần cấu ... đo được UAM = 120V và UMB = 260V. Hộp X chứa: A. Cuộn dây không thu n cảm. B. Điện trở thu n. C. Tụ điện. D. Cuộn dây thu n cảm. Câu 33. Một đoạn mạch gồm điện trở R = 100Ω nối tiếp với...
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