hệ thống lý thuyết toán 7

Xây dựng hệ thống lý thuyết, bài tập phần hóa lý dùng trong bồi dưỡng học sinh giỏi và chuyên hóa THPT

Xây dựng hệ thống lý thuyết, bài tập phần hóa lý dùng trong bồi dưỡng học sinh giỏi và chuyên hóa THPT

Ngày tải lên : 30/01/2013, 10:57
... 2. HỆ THỐNG KIẾN THỨC THUYẾT HÓA LÍ DÙNG BỒI DƯỠNG HSG VÀ CHUYÊN HÓA THPT Cơ sở khoa học của việc xây dựng hệ thống kiến thức Hóa dùng bồi dưỡng HSG và chuyên hóa THPT:  Hệ thống ... của hệ thống thuyết, bài tập và phương pháp đã đề xuất. BỘ GIÁO DỤC VÀ ĐÀO TẠO TRƯỜNG ĐẠI HỌC SƯ PHẠM TP.HỒ CHÍ MINH ________________ Lê Thị Mỹ Trang XÂY DỰNG HỆ THỐNG THUYẾT, ... Hà Nội.  Hệ thống thuyết  xây dựng hệ thống bài tập phần kim loại dùng cho bồi dưỡng học sinh giỏi và chuyên hóa học THPT”  Luận văn Thạc sĩ của Nguyễn Thị Lan Phương (20 07)  ĐHSP Hà...
  • 158
  • 2.7K
  • 46
Xây dựng hệ thống lý thuyết và bài tập cho học sinh trung bình - yếu phần kim loại lớp 12 cơ bản trung học phổ thông

Xây dựng hệ thống lý thuyết và bài tập cho học sinh trung bình - yếu phần kim loại lớp 12 cơ bản trung học phổ thông

Ngày tải lên : 30/01/2013, 11:21
... quan về hệ thống thuyết chương “Kim loại kiềm - Kim loại kiềm thổ - Nhôm” 40 2.4.3. Hệ thống thuyết chương “Kim loại kiềm - Kim loại kiềm thổ - Nhôm” 41 2.5. Xây dựng hệ thống bài ... bình - yếu nên nhiều GV chưa xây dựng được hệ thống thuyết và bài tập phù hợp với khả năng tư duy của đối tượng HS này. Để có một hệ thống thuyết và bài tập phù hợp với đối tượng HS trung ... cứu đề tài: “XÂY DỰNG HỆ THỐNG THUYẾT VÀ BÀI TẬP CHO HỌC SINH TRUNG BÌNH - YẾU PHẦN KIM LOẠI LỚP 12 CƠ BẢN - THPT”. 2. Mục đích nghiên cứu Xây dựng hệ thống thuyết và bài tập phần...
  • 187
  • 2.2K
  • 19
hệ thống lý thuyết và hướng giải BTTN 12

hệ thống lý thuyết và hướng giải BTTN 12

Ngày tải lên : 27/09/2013, 15:10
... xuất và các phản ứng hoá học xảy ra (chú ý các nguyên tắc khoa học). 5. Tăng cường tổng kết, hệ thống hoá các kiến thức cho học sinh, nhấn mạnh các kiến thức quan trọng mà học sinh hay quên ... ở điện cực? + Bài toán điện phân dựa vào công thức Faraday. chất quan trọng của kim loại kiềm - Vị trí trong bảng tuần hoàn. Cấu hình electron nguyên tử. - Tính chất vật lý: nhiệt độ nóng chảy, ... ion Al3+ trong dung dịch Chương 7. Sắt và một số kim loại quan trọng 1. Sắt - Vị trí trong trong bảng tuần hoàn. Cấu hình electron nguyên tử. - Tính chất vật lý. - Tính chất hóa học: Tác dụng...
  • 5
  • 459
  • 2
Hệ thống lý thuyết và bài tập về Hóa Hữu cơ – Phần dẫn xuất Hiđrocacbon (Hết chương trình Hữu cơ)

Hệ thống lý thuyết và bài tập về Hóa Hữu cơ – Phần dẫn xuất Hiđrocacbon (Hết chương trình Hữu cơ)

Ngày tải lên : 03/10/2013, 14:23
... lượng của rượu etylic và axit axetic trong hỗn hợp đầu là: A. 33, 67% và 66,33% B. 50% và 50% C. 27, 71% và 72 ,29% D. 25,25% và 74 ,75 % BT 126. Thực hiện quá trình lên men giấm 120ml dung dịch rượu ... Phản ứng hidro hóa. 3H 2 triolein (láng) CH 2 OCOC 17 H 35 CH OCOC 17 H 35 CH 2 OCOC 17 H 35 CH 2 OCOC 17 H 33 CH OCOC 17 H 33 CH 2 OCOC 17 H 33 Ni, t 0 , p tristearin (r¾n) F Chỉ số axit: ... axetat có dạng A. [C 6 H 7 O 2 (OOC-CH 3 ) 3 ] n B. [C 6 H 7 O 2 (OOC-CH 3 ) 2 OH] n C. [C 6 H 7 O 2 (OOC-CH 3 )(OH) 2 ] n D. [C 6 H 7 O 2 (OOC-CH 3 ) 3 ] n và [C 6 H 7 O 2 (OOC-CH 3 ) 2 OH] n ...
  • 64
  • 3.4K
  • 9
Hệ thống lý thuyết và bài tập về Hóa Học vô cơ

Hệ thống lý thuyết và bài tập về Hóa Học vô cơ

Ngày tải lên : 04/10/2013, 09:23
... H 2 (ktc). Thnh phn % khi lng Fe,Zn trong hp kimln lt l : A. 28,0%; 72 ,0% B. 27, 9%; 72 ,1% C. 27, 5%; 72 ,5% D. 27, 1%, 72 ,9% BT 204. Cho 5,6g Fe vo 200ml dung dch gm AgNO 3 0,05M v Cu(NO 3 ) 2 ... X là (biết các thể tích khí đo trong cùng điều kiện, cho Na = 23, Al = 27) A. 77 ,31%. B. 39, 87% . C. 29, 87% . D. 49, 87% . BT 65. Hoà tan m gam bột Al vào dd NaOH dư thu được V 1 lít H 2 ở đktc. ... Nguyễn Đức Trung - 0905 .70 .72 .75 ductrung3012@gmail.com Tác giả Chân thành cảm ơn quý bạn đọc đã tin dùng và chia sẽ kinh nghiệm. 6 F. Bài tập áp dụng BT 1. (20 07) Tổng hệ số (các số nguyên,...
  • 30
  • 2.1K
  • 5
Hệ thống Lý thuyết + Bài tập hóa 10 - LTĐH

Hệ thống Lý thuyết + Bài tập hóa 10 - LTĐH

Ngày tải lên : 26/10/2013, 12:11
... 28 16 17 18 8 8 8 55 56 57 58 26 26 26 26 204 206 2 07 82 82 82 ) ( 67, 76%); (26,16%); (2,42%); (3,66%) ) (99 ,75 7%); (0,039%); (0,204%) ) (5,84%); (91,68%); (2, 17% ); (0,31%) ) (2,5%); (23 ,7% ); (22, a ... ≤ Z ≤ 7 Kẻ bảng: Z 5 6 7 8 N = 21 – 2.Z 11 9 7 5 A = Z + N 16 15 14 13 Chọn 7 7 Z N =   =  → E = 7 và A = 14 (đvC) b. X là Nito : N N ( Z = 7 ): 1s 2 2s 2 2p 3 N ở ô thứ 7 trong ... ≤  ↔ 21 3. 21 3,5 Z Z ≥   ≤  ↔ 7 6 Z Z ≥   ≤  ↔ 6 ≤ Z ≤ 7 Kẻ bảng: Z 5 6 7 8 N = 21 – 2.Z 11 9 7 5 A = Z + N 16 15 14 13 Chọn 7 7 Z N =   =  → E = 7 và A = 14 (đvC) Cách 2: Ta có:...
  • 22
  • 908
  • 10
Hệ thống Lý thuyết về Nguyên tử

Hệ thống Lý thuyết về Nguyên tử

Ngày tải lên : 11/11/2013, 04:11
... 28 16 17 18 8 8 8 55 56 57 58 26 26 26 26 204 206 2 07 82 82 82 ) ( 67, 76%); (26,16%); (2,42%); (3,66%) ) (99 ,75 7%); (0,039%); (0,204%) ) (5,84%); (91,68%); (2, 17% ); (0,31%) ) (2,5%); (23 ,7% ); (22, a ... 7 6 Z Z ≥   ≤  ↔ 6 ≤ Z ≤ 7 Kẻ bảng: Z 6 7 N = 21 – 2.Z 9 7 A = Z + N 15 14 Chọn 7 7 Z N =   =  → E = 7 và A = 14 (đvC) Cách 2: Ta có: Tổng hạt = 21 → 21 21 3,5 3 Z≤ ≤ ↔ 6 ≤ Z ≤ 7 Kẻ ... ≤ Z ≤ 7 Kẻ bảng: Z 6 7 N = 21 – 2.Z 9 7 A = Z + N 15 14 Chọn 7 7 Z N =   =  → E = 7 và A = 14 (đvC) b. X là Nito : N N ( Z = 7 ): 1s 2 2s 2 2p 3 N ở ô thứ 7 trong bảng tuần hoàn...
  • 23
  • 661
  • 2
Hệ thống lý thuyết và các dạng bài tập vật  lý luyện thi đại học

Hệ thống lý thuyết và các dạng bài tập vật lý luyện thi đại học

Ngày tải lên : 05/01/2014, 08:10
... tớn hiu thu c ngi ta dựng cỏc mch khuch i. + Sơ đồ khối của một hệ thống phát thanh và thu thanh dùng sóng điện từ: a) Hệ thống phát thanh: ống nói: biến âm thanh thành dao động điện âm ... S Max ; S Min tính nh trên. ( Nu bƠi toán nói thi gian nh nht đi đc quƣng đng S thì ta vn dùng các công thc trên đ lƠm vi S = S max ; Nu bƠi toán nói thi gian ln nht đi đc quƣng ... dđct biến điệu đ- a ra anten phát Anten phát: phát xạ sóng cao tần biến điệu ra không gian b) Hệ thống thu thanh: Anten thu: cảm ứng với nhiều sóng điện từ Chọn sóng: chọn lọc sóng muốn thu...
  • 86
  • 1.7K
  • 16
he thong ly thuyet và cac dang bai tap vat ly LTDH

he thong ly thuyet và cac dang bai tap vat ly LTDH

Ngày tải lên : 27/02/2014, 19:41
... sóng nhỏ hơn LUYỆN THI ĐẠI HỌC MÔN VẬT LÝ Email: Jackie9x.spb@gmail.com  1 HỆ THỐNG THUYẾT VÀ CÁC DẠNG BÀI TẬP VẬT LTĐH * Tóm tắt thuyết * Công thức tính nhanh * Các dạng ... VẬT LÝ Email: Jackie9x.spb@gmail.com  9 xem trục quay của vật rắn có đi qua trọng tâm không nếu không đi qua trọng tâm thì phải dùng định Huyghen Stener để tính I. DẠNG 7: BÀI TOÁN ... P = UIcos = I 2 R. + Hệ số công suất: cos = Z R . + Ý nghĩa của hệ số công suất cos: Công suất hao phí trên đường dây tải: P hp = rI 2 =  22 2 cosU rP . Nếu hệ số công suất cos nhỏ...
  • 65
  • 1.5K
  • 5
HỆ THỐNG lý THUYẾT và các DẠNG bài tập vật lý 10

HỆ THỐNG lý THUYẾT và các DẠNG bài tập vật lý 10

Ngày tải lên : 12/03/2014, 09:35
... src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJAAAAX8CAIAAAD18+brAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdX4hc1eHA8TM/1pemFLFErjSlqaSilo6WRsQkosFZpSagRVmYJAihDSiaKeJTLCSZEAJ92JZk/QcWBHF2aSCUQlbRbGjE3ZSQFO0sarDirpjisAOlyE5fdmB/D+eX87ve2U1Xm5pN/Hwe6u6dmTv33m6hX8+554YAAAAAAAAALF0p/mN+ft61AAAAWEa1Vir15X9xRQAAAC65NKL2P64FAADA8tS3WMkBAADw1ctPfjTCBgAAsEwJNgAAgGWqzyVYnjqdzjvvvPP222+fPHkyhLBy5crBwcG+vr6lf3xwcPDs2bOPP /74 +vXrXU8AALgc/f+y/nGi5JV0D9szzzyzc+fOpb+/2Wz+6Ec/uoQH3G63jx07durUqcOHD7darcKrMzMzK1euXMp+JiYmHn744bSHcrl88uTJFStW+HMHAIDLINJKpdhlpXQ32xUZbPl79SqVymK1MzIyEn9oNBpbtmy5VEfb6XTWrFkTKyvLso0bN27evHndunWrVq36yU9+0mw2l/5fzXXXXRdCGBwc7O/v 379 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 375 9uR3qqVOnQghZlsVfp6enQwgPPfTQ0vewYsWKWq3WbDa/+c1v9vf3f/ /73 w8h/OY3v/G3DgAAgm3ZabfbIYS 777 47v/H48eMhhHXr1i23oz1x4kQIIT2B4L333gshrF 279 gvt5ODBg41GI8uysbGxarU6NTW1HG7SAwAAvqgrf5rc6dOnQwj33XdffuNbb70VQli9evWyOtROp9NsNqvVatry+uuvhxBuu+22L7qrLVu2DAwMnDt3brmdIwAAsHRX/gjbmTNnQgg333xz2tLtduNtXcvtUOPikPkV/E+cOJFl2WKP/P43Ld7Xp9YAAECwLWtHjhwJnx9Mi+v7P/DAA8vtUOPSjmn6Yhxw27hxoz9TAAD4errCp0R2u93CJMNwfiXGH//4xxf+bLvdPn369CuvvLJu3brt27evWLEi7TM90m3VqlX/dvXFdrv9wQcfHD9+/OzZs+vWrbv++uvvvffeBT8VDyyt4N 874 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 77/ qaeeGhsbq9frx44d 279 /f6vVajQa+TpKi5ccPXo0hHD99dcvNkBXr9f//Oc/Hzp0KMuy8fHx3bt3X3PNNSGEeHtYCGHv3r35D8YV/G+44YbCgFtfX99f//rXmZmZcrl86NChbrfb39+/c+fOcrncaDTm5uZuvPHGoaGhcrncarUGBwcvfPrJxMTEhg0b8lM96/V6o9FotVrxEvX19cUHcMcH2QEAAEbYLqapqanYIfmN6caw3vfHMa44qBU/G8eX4szDwrhclmW9o09pbK1arc7Pz8efR0dH40tZlmVZFse74kv5AbH4avo1juClAbc4MBgPLx1kb4jH 773 A6RfG1sbHx+MXxVOLPxdGERe8VgAAgBG2/8h 777 0XQrjnnnvyG+ONYb0PKGu325s2bcqybHh4uK+v7+mnn05vjhMjK5VKGr9qt9utVuvuu+8u7OSFF16IT3h7+eWXJyYmxsbGqtXq/fffH0J44403Wq3Wr 371 qzjeFZ8L969//St+sNPptFqtgYGBtKtTp06FEG699db464MPPhh/SAOAhXGzbre74OmvXbu2sH1ycjKOrY2Pj99+++1PPfVUlmUHDhxIw4ZpScnCrwAAgBG2iybePzYzM1Oo1fxKjEm83SuOaMXhrPS23tve4lhcHDorjGiVy+U49hVvPEtjaIUhtcIAXRzyyi/nmB9wy68SueCIWfr2oaGhC59+HOhLZxrH0NL3Fkb5gnvYAADACNt/yYkTJ7Isyw8QxRvDeh+ZPT09PTIyUq1W169fH0J46aWXQu4es3gTV/62tzNnzqRRsiQOyj333HN9fX2Tk5PNZrNer6e1KPOHMTk52Wq1HnroobTl7bffDiGk5RzzA27Dw8NplchKpRK/ZbHhxPw9dSdOnOgdHzt8+HCr1arX6/FMf/3rX6cLEr80Pac7nnX+IAEAgK/YFRtsnU6n2Wym/IgWe2R2rKDHH388/vriiy/mC+3vf/ 974 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 374 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 678 f6xcP6hZOH8aiUht75IfifpZrAofkUcdlssNfMHVthhWuK/r6+vMAcyLiMZ52Tu27evv78/fnUh+T766KMQwubNm7vd7quvvpoOb+lJ2e12JyYm4lAhAAAg2L6wuFjI4ODgihUrVq9eXavVms1mjJOXXnopfP4GtrguyJNPPlnYyT/+8Y/ClpmZmWuvvTaEMD09HYfX8u2XWmhycvK666 575 pln4kfye4hdFJ983evVV1+96qqrfvnLXxZ2mN6QX+K/MAcyhuWZM2fisY2Nje3fv/8Cj8w+cODApk2b7rnnnk8//TQsdFvdYlX5yCOPbNiwYc2aNfm2BAAABNuS9C4W8u1vfztuTy+lwbRut/vzn/88LPQk 67/ 97W/h80NPsZEmJyfvuOOOtDGt3hEfd/a 973 3v3nvvbbVaO3fu7Ha7cYHH/HhUuVweGxvrHaHat2/fpk2bQgiHDh2Kr6a4Su/505/+lO6+K8yBjPeYHTlyZMeOHXHLwMBAfGR2PvniGF2WZTE42+32t 771 rXB+6mbaVZZlcWiu9yBHRkZCCGnhEwAAQLB9Ab2LhTz//PNZlq1evTo+HTv/0uHDh1utVr1e 771 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 ... src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJAAAAX8CAIAAAD18+brAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdX4hc1eHA8TM/1pemFLFErjSlqaSilo6WRsQkosFZpSagRVmYJAihDSiaKeJTLCSZEAJ92JZk/QcWBHF2aSCUQlbRbGjE3ZSQFO0sarDirpjisAOlyE5fdmB/D+eX87ve2U1Xm5pN/Hwe6u6dmTv33m6hX8+554YAAAAAAAAALF0p/mN+ft61AAAAWEa1Vir15X9xRQAAAC65NKL2P64FAADA8tS3WMkBAADw1ctPfjTCBgAAsEwJNgAAgGWqzyVYnjqdzjvvvPP222+fPHkyhLBy5crBwcG+vr6lf3xwcPDs2bOPP /74 +vXrXU8AALgc/f+y/nGi5JV0D9szzzyzc+fOpb+/2Wz+6Ec/uoQH3G63jx07durUqcOHD7darcKrMzMzK1euXMp+JiYmHn744bSHcrl88uTJFStW+HMHAIDLINJKpdhlpXQ32xUZbPl79SqVymK1MzIyEn9oNBpbtmy5VEfb6XTWrFkTKyvLso0bN27evHndunWrVq36yU9+0mw2l/5fzXXXXRdCGBwc7O/v 379 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 375 9uR3qqVOnQghZlsVfp6enQwgPPfTQ0vewYsWKWq3WbDa/+c1v9vf3f/ /73 w8h/OY3v/G3DgAAgm3ZabfbIYS 777 47v/H48eMhhHXr1i23oz1x4kQIIT2B4L333gshrF 279 gvt5ODBg41GI8uysbGxarU6NTW1HG7SAwAAvqgrf5rc6dOnQwj33XdffuNbb70VQli9evWyOtROp9NsNqvVatry+uuvhxBuu+22L7qrLVu2DAwMnDt3brmdIwAAsHRX/gjbmTNnQgg333xz2tLtduNtXcvtUOPikPkV/E+cOJFl2WKP/P43Ld7Xp9YAAECwLWtHjhwJnx9Mi+v7P/DAA8vtUOPSjmn6Yhxw27hxoz9TAAD4errCp0R2u93CJMNwfiXGH//4xxf+bLvdPn369CuvvLJu3brt27evWLEi7TM90m3VqlX/dvXFdrv9wQcfHD9+/OzZs+vWrbv++uvvvffeBT8VDyyt4N 874 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 77/ qaeeGhsbq9frx44d 279 /f6vVajQa+TpKi5ccPXo0hHD99dcvNkBXr9f//Oc/Hzp0KMuy8fHx3bt3X3PNNSGEeHtYCGHv3r35D8YV/G+44YbCgFtfX99f//rXmZmZcrl86NChbrfb39+/c+fOcrncaDTm5uZuvPHGoaGhcrncarUGBwcvfPrJxMTEhg0b8lM96/V6o9FotVrxEvX19cUHcMcH2QEAAEbYLqapqanYIfmN6caw3vfHMa44qBU/G8eX4szDwrhclmW9o09pbK1arc7Pz8efR0dH40tZlmVZFse74kv5AbH4avo1juClAbc4MBgPLx1kb4jH 773 A6RfG1sbHx+MXxVOLPxdGERe8VgAAgBG2/8h 777 0XQrjnnnvyG+ONYb0PKGu325s2bcqybHh4uK+v7+mnn05vjhMjK5VKGr9qt9utVuvuu+8u7OSFF16IT3h7+eWXJyYmxsbGqtXq/fffH0J44403Wq3Wr 371 qzjeFZ8L969//St+sNPptFqtgYGBtKtTp06FEG699db464MPPhh/SAOAhXGzbre74OmvXbu2sH1ycjKOrY2Pj99+++1PPfVUlmUHDhxIw4ZpScnCrwAAgBG2iybePzYzM1Oo1fxKjEm83SuOaMXhrPS23tve4lhcHDorjGiVy+U49hVvPEtjaIUhtcIAXRzyyi/nmB9wy68SueCIWfr2oaGhC59+HOhLZxrH0NL3Fkb5gnvYAADACNt/yYkTJ7Isyw8QxRvDeh+ZPT09PTIyUq1W169fH0J46aWXQu4es3gTV/62tzNnzqRRsiQOyj333HN9fX2Tk5PNZrNer6e1KPOHMTk52Wq1HnroobTl7bffDiGk5RzzA27Dw8NplchKpRK/ZbHhxPw9dSdOnOgdHzt8+HCr1arX6/FMf/3rX6cLEr80Pac7nnX+IAEAgK/YFRtsnU6n2Wym/IgWe2R2rKDHH388/vriiy/mC+3vf/ 974 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 374 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 678 f6xcP6hZOH8aiUht75IfifpZrAofkUcdlssNfMHVthhWuK/r6+vMAcyLiMZ52Tu27evv78/fnUh+T766KMQwubNm7vd7quvvpoOb+lJ2e12JyYm4lAhAAAg2L6wuFjI4ODgihUrVq9eXavVms1mjJOXXnopfP4GtrguyJNPPlnYyT/+8Y/ClpmZmWuvvTaEMD09HYfX8u2XWmhycvK666 575 pln4kfye4hdFJ983evVV1+96qqrfvnLXxZ2mN6QX+K/MAcyhuWZM2fisY2Nje3fv/8Cj8w+cODApk2b7rnnnk8//TQsdFvdYlX5yCOPbNiwYc2aNfm2BAAABNuS9C4W8u1vfztuTy+lwbRut/vzn/88LPQk 67/ 97W/h80NPsZEmJyfvuOOOtDGt3hEfd/a 973 3v3nvvbbVaO3fu7Ha7cYHH/HhUuVweGxvrHaHat2/fpk2bQgiHDh2Kr6a4Su/505/+lO6+K8yBjPeYHTlyZMeOHXHLwMBAfGR2PvniGF2WZTE42+32t 771 rXB+6mbaVZZlcWiu9yBHRkZCCGnhEwAAQLB9Ab2LhTz//PNZlq1evTo+HTv/0uHDh1utVr1e 771 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 ... src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJAAAAX8CAIAAAD18+brAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdX4hc1eHA8TM/1pemFLFErjSlqaSilo6WRsQkosFZpSagRVmYJAihDSiaKeJTLCSZEAJ92JZk/QcWBHF2aSCUQlbRbGjE3ZSQFO0sarDirpjisAOlyE5fdmB/D+eX87ve2U1Xm5pN/Hwe6u6dmTv33m6hX8+554YAAAAAAAAALF0p/mN+ft61AAAAWEa1Vir15X9xRQAAAC65NKL2P64FAADA8tS3WMkBAADw1ctPfjTCBgAAsEwJNgAAgGWqzyVYnjqdzjvvvPP222+fPHkyhLBy5crBwcG+vr6lf3xwcPDs2bOPP /74 +vXrXU8AALgc/f+y/nGi5JV0D9szzzyzc+fOpb+/2Wz+6Ec/uoQH3G63jx07durUqcOHD7darcKrMzMzK1euXMp+JiYmHn744bSHcrl88uTJFStW+HMHAIDLINJKpdhlpXQ32xUZbPl79SqVymK1MzIyEn9oNBpbtmy5VEfb6XTWrFkTKyvLso0bN27evHndunWrVq36yU9+0mw2l/5fzXXXXRdCGBwc7O/v 379 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 375 9uR3qqVOnQghZlsVfp6enQwgPPfTQ0vewYsWKWq3WbDa/+c1v9vf3f/ /73 w8h/OY3v/G3DgAAgm3ZabfbIYS 777 47v/H48eMhhHXr1i23oz1x4kQIIT2B4L333gshrF 279 gvt5ODBg41GI8uysbGxarU6NTW1HG7SAwAAvqgrf5rc6dOnQwj33XdffuNbb70VQli9evWyOtROp9NsNqvVatry+uuvhxBuu+22L7qrLVu2DAwMnDt3brmdIwAAsHRX/gjbmTNnQgg333xz2tLtduNtXcvtUOPikPkV/E+cOJFl2WKP/P43Ld7Xp9YAAECwLWtHjhwJnx9Mi+v7P/DAA8vtUOPSjmn6Yhxw27hxoz9TAAD4errCp0R2u93CJMNwfiXGH//4xxf+bLvdPn369CuvvLJu3brt27evWLEi7TM90m3VqlX/dvXFdrv9wQcfHD9+/OzZs+vWrbv++uvvvffeBT8VDyyt4N 874 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 77/ qaeeGhsbq9frx44d 279 /f6vVajQa+TpKi5ccPXo0hHD99dcvNkBXr9f//Oc/Hzp0KMuy8fHx3bt3X3PNNSGEeHtYCGHv3r35D8YV/G+44YbCgFtfX99f//rXmZmZcrl86NChbrfb39+/c+fOcrncaDTm5uZuvPHGoaGhcrncarUGBwcvfPrJxMTEhg0b8lM96/V6o9FotVrxEvX19cUHcMcH2QEAAEbYLqapqanYIfmN6caw3vfHMa44qBU/G8eX4szDwrhclmW9o09pbK1arc7Pz8efR0dH40tZlmVZFse74kv5AbH4avo1juClAbc4MBgPLx1kb4jH 773 A6RfG1sbHx+MXxVOLPxdGERe8VgAAgBG2/8h 777 0XQrjnnnvyG+ONYb0PKGu325s2bcqybHh4uK+v7+mnn05vjhMjK5VKGr9qt9utVuvuu+8u7OSFF16IT3h7+eWXJyYmxsbGqtXq/fffH0J44403Wq3Wr 371 qzjeFZ8L969//St+sNPptFqtgYGBtKtTp06FEG699db464MPPhh/SAOAhXGzbre74OmvXbu2sH1ycjKOrY2Pj99+++1PPfVUlmUHDhxIw4ZpScnCrwAAgBG2iybePzYzM1Oo1fxKjEm83SuOaMXhrPS23tve4lhcHDorjGiVy+U49hVvPEtjaIUhtcIAXRzyyi/nmB9wy68SueCIWfr2oaGhC59+HOhLZxrH0NL3Fkb5gnvYAADACNt/yYkTJ7Isyw8QxRvDeh+ZPT09PTIyUq1W169fH0J46aWXQu4es3gTV/62tzNnzqRRsiQOyj333HN9fX2Tk5PNZrNer6e1KPOHMTk52Wq1HnroobTl7bffDiGk5RzzA27Dw8NplchKpRK/ZbHhxPw9dSdOnOgdHzt8+HCr1arX6/FMf/3rX6cLEr80Pac7nnX+IAEAgK/YFRtsnU6n2Wym/IgWe2R2rKDHH388/vriiy/mC+3vf/ 974 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 374 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 678 f6xcP6hZOH8aiUht75IfifpZrAofkUcdlssNfMHVthhWuK/r6+vMAcyLiMZ52Tu27evv78/fnUh+T766KMQwubNm7vd7quvvpoOb+lJ2e12JyYm4lAhAAAg2L6wuFjI4ODgihUrVq9eXavVms1mjJOXXnopfP4GtrguyJNPPlnYyT/+8Y/ClpmZmWuvvTaEMD09HYfX8u2XWmhycvK666 575 pln4kfye4hdFJ983evVV1+96qqrfvnLXxZ2mN6QX+K/MAcyhuWZM2fisY2Nje3fv/8Cj8w+cODApk2b7rnnnk8//TQsdFvdYlX5yCOPbNiwYc2aNfm2BAAABNuS9C4W8u1vfztuTy+lwbRut/vzn/88LPQk 67/ 97W/h80NPsZEmJyfvuOOOtDGt3hEfd/a 973 3v3nvvbbVaO3fu7Ha7cYHH/HhUuVweGxvrHaHat2/fpk2bQgiHDh2Kr6a4Su/505/+lO6+K8yBjPeYHTlyZMeOHXHLwMBAfGR2PvniGF2WZTE42+32t 771 rXB+6mbaVZZlcWiu9yBHRkZCCGnhEwAAQLB9Ab2LhTz//PNZlq1evTo+HTv/0uHDh1utVr1e 771 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...
  • 21
  • 3.7K
  • 4
ĐỀ TÀI LỊCH SỬ HỌC THUYẾT KINH TẾ "HỆ THỐNG LÝ THUYẾT PHÂN PHỐI " - TRƯỜNG ĐẠI HỌC KINH TẾ  LUẬT doc

ĐỀ TÀI LỊCH SỬ HỌC THUYẾT KINH TẾ "HỆ THỐNG LÝ THUYẾT PHÂN PHỐI " - TRƯỜNG ĐẠI HỌC KINH TẾ  LUẬT doc

Ngày tải lên : 23/03/2014, 09:20
... ĐẠI HỌC KINH TẾ − LUẬT MÔN LỊCH SỬ CÁC HỌC THUYẾT KINH TẾ  Năm học: 2012 − 2013 Năm học: 2012 − 2013 ĐỀ TÀI HỆ THỐNG THUYẾT PHÂN PHỐI I. THUYẾT PHÂN PHỐI CỦA ADAM SMITH. A. Smith đã ... với năng lực cận biên của mình. Nó đối đầu với luận phân phối của Karl Marx và cho rằng tất 9 ĐỀ TÀI LỊCH SỬ HỌC THUYẾT KINH TẾ HỆ THỐNG THUYẾT PHÂN PHỐI LỚP K11403 Giảng viên: TS Nguyễn ... cũng phải nộp tô, đây là mầm mống của luận địa tô tuyệt đối mà trước ông không 1 tác giả nào thấy được, kể cả Ricardo. V. THUYẾT PHÂN PHỐI CỦA KARL MARX. 7 Tuy nhiên, A.dam Smith không hiểu...
  • 10
  • 1.9K
  • 38
HỆ THỐNG LÝ THUYẾT VÀ CÁC DẠNG BÀI TẬP VẬT LÝ 11 potx

HỆ THỐNG LÝ THUYẾT VÀ CÁC DẠNG BÀI TẬP VẬT LÝ 11 potx

Ngày tải lên : 25/03/2014, 23:20
... rỏ của mắt. LUYỆN THI ĐẠI HỌC MÔN VẬT LÝ Email: Duclongtn95@gmail.com 1 HỆ THỐNG THUYẾT VÀ CÁC DẠNG BÀI TẬP VẬT 11 * Tóm tắt thuyết * Công thức tính nhanh * Các dạng ... lực điện: A = qEd = q.U Công của lực ngoài A ’ = A. Định động năng: Biểu thức hiệu điện thế: q A U MN MN  Hệ thức liên hệ giữa cường độ điện trường hiệu điện thế trong điện trường ... Có chiều xác định theo qui tắc nắm tay phải hoặc vào Nam ra Bắc; Có độ lớn: B = 4.10 -7 l N I = 4.10 -7 nI. -Nguyên lí chồng chất của từ trường ( từ trường của nhiều dòng điện):   n BBBB...
  • 22
  • 3K
  • 82