0

kiem tra giua ki 1 mon toan lop 5

Đề kiểm tra giữa kì 1 môn Toán + TV lớp 4 ( CKTKN)

Đề kiểm tra giữa 1 môn Toán + TV lớp 4 ( CKTKN)

Tiểu học

... điểm) 17 – 6 =11 ( Học sinh) ( 0,2 điểm) Đáp số: 17 HS trai; 11 HS gái ( 0,2 điểm)Bài5: (1 điểm) 4 +5 +6 +7 +8 +8 +9 +10 +11 +12 +13 +14 + 15 + 16 = ( 4 + 16 ) + ( 5 + 15 ) + ( 6 + 14 ) + ( 7 + 13 ) ... 13 ) + ( 8 + 12 ) +( 9 + 11 ) + 10 = 20 + 20 + 20 + 20 + 20 + 20 + 10 = 13 0Hết UBND HUYỆN CHIÊM HÓATRƯỜNG TH SỐ 1 VINH QUANGHọ và tên: Lớp 4 Thứ ngày tháng 10 năm 2 010 KI M TRA ĐỊNH ... đúngCâu 1. Trong các số dưới đây chữ số 7 trong số nào có giá trị là 7000 : A . 71 608 B . 57 312 C. 57 0 064 Câu 2. Số lớn nhất trong các số 79 217 ; 79 3 81 ; 73 416 ; 73 954 là : A. 79 217 B....
  • 14
  • 28,989
  • 277
Đề kiểm tra giữa kì 1- Môn Toán 3 ( Chuẩn KT-KN)

Đề kiểm tra giữa 1- Môn Toán 3 ( Chuẩn KT-KN)

Toán học

... ( 1 điểm ) : 5 = 3 + 4 7 x = 60 + 3Đáp án và thang điểmI. Phần trắc nghiệm khách quan: (3 điểm)Câu hỏi 1 2 3 4 5 6 7 8Đáp án A B A C D C A BThang điểm 0 ,5 0 ,5 0 ,5 0 ,5 0 ,5 0 ,5 0 ,5 0 ,5 II. ... điểm ) Câu 1: ( 2 điểm ): Mỗi ý đúng đơc 0 ,5 điểm .Kết quả lần lợt là : 98 ; 18 0 ; 43 ( d 1 ) ; 33.Câu 2:( 1 điểm ): Mỗi ý đúng đơc 0, 25 điểm .2m 20 cm < 2m 25cm 4m 50 cm = 450 cm8m 62 ... 0 ,5 điểm ). b. Vẽ đoạn thẳng CD có độ dài đúng 4 cm ( 0 ,5 điểm ). Bài 5 : Điền đúng số thích hợp mỗi ý 0 ,5 điểm. Bài 2 : (1 iểm) : Điền dấu >, <, = ? vào ô trống:2m 20 cm 2m 25cm...
  • 4
  • 2,875
  • 55
CAU TRUC DE KIEM TRA CUOI KI 1 MON TOAN LOP 2

CAU TRUC DE KIEM TRA CUOI KI 1 MON TOAN LOP 2

Tư liệu khác

... ngày có giờ. *Điền dấu < > = vào ô trống 3) 34 kg + 18 kg 17 kg + 35 kg4) 24 lít + 30 lít 60 lít – 20 lítYếu tố hình học 1) Nêu tên ba điểm thẳng hàngA D E x x x B x C x Ba ... giácGiải toán có lời văn 1) Lớp Hai A có 22 bạn Lớp Hai B có 19 bạn. Hỏi cả hao lớp có bao nhiêu bạn?2) Thùng lớn đựng 43 lít dầu, thùng bé đựng ít hơn thùng lớn 15 lít dầu. Hỏi thùng bé...
  • 2
  • 1,576
  • 1
Bài soạn ĐỀ KIỂM TRA HỌC KÌ 1 MÔN TOÁN LỚP 11 (2010-2011)

Bài soạn ĐỀ KIỂM TRA HỌC 1 MÔN TOÁN LỚP 11 (2010-2011)

Tư liệu khác

... B~.jdeYf<f`<%g'5Y#E7_%g'O#E7_%ãg'<Vã%-g)'jbZ#E7_%I'%+-', %1, )'.)*4*4*4*4)*%#"'kk kkx C xx x 12 12 2 2 12 12 1 2 2( )= + = ữ ữ k k kkC x 12 24 3 12 1 2==,KA6T ,7 7"8OkkKxC-)f#$5O3)- . .)ak1[(AT+8O)*I).&*4*4*4*4)*-%#"'D2;n ... Ơ( ) 1 2 2 1 18 21 1 8 21 1640 0 402 2n nn n nn nC C A n n n n−−+ + = ⇔ + + = ⇔ + − = ⇔ =8*4*4*4 )5* %#"';hã% 'vT d d=r*#d//d =E`70i?h-+ ,1, I.**4P1M0!hdM%g)' ... +Â8O[Z*4*4%#"')44'%-4==Cn;L8O5YA#EF 556 G!3-:-4-)'% CCCAn++=.),,.-)ak1+(0CZ5YAL8Oj%L'.))4-)*4*4*4 5 %#"';M8O5YA !#EF(O2:4'%-==CBn⇒j%M'....
  • 5
  • 881
  • 8
Đề cương ôn tập kiểm tra học kì 1 môn toán lớp 11 ppsx

Đề cương ôn tập kiểm tra học 1 môn toán lớp 11 ppsx

Toán học

...  ; 11 / 2 2 2 2sin 3 sin 4 sin 5 sin 6 2x x x x    ; 12 / 4 6cos sin cos2x x x  ; 13 / 233 t 3sinco xx  ; 14 / (1 tan ) (1 sin2 ) 1 tanx x x    ; 15 / (1 2sinx) ... được 4 bi trắng, 5 bi đen và 1 bi đỏ. Bài 18 . Cho biến ngẫu nhiên rời rạc X có bảng phân bố xác suất như sau : X 0 1 2 3 4 5 6 P 0 ,1 0,3 0,2 0 ,1 0 ,1 0 ,1 , 01 a/ Tính (2 5) P X  b/ Tính ... 2 13 0 1 2 13 ( ) P x a a x a x a x     . Tính 11 a Bài 14 . Tìm hệ số của số hạng chứa 10 x trong khai triển nhị thức niutơn của  2nx , biết rằng 0 1 1 2 2 3 33 3 3 3 ( 1) ...
  • 5
  • 1,005
  • 6
Đề kiểm tra học kì 1 môn Toán lớp 7 năm 1998-1999 pdf

Đề kiểm tra học 1 môn Toán lớp 7 năm 1998-1999 pdf

Toán học

... ki m tra học 1 Môn: Toán 7 năm học: 19 99-2000 Thời gian: 90 phút - Bài 1: ( 3điểm) Tính giá trị của các biểu thức sau: a) 6 01, 92 :12 - (30 ,11 + 19 , 05) b) 11 86. 5 1 7 5 1 7. 11 38 ... và AC = BP b) C/m: Tam giác ABP = tam giác NAM Câu4 : ( 1 iểm) Tính P = 1+   )16 15 3 21( 16 1 )43 21( 4 1 )3 21( 3 1 21 2 1  Generated by Foxit PDF Creator â ... Đề ki m tra học 2 Môn: Toán 7 Năm học: 2000 - 20 01 Thời gian: 90 phút Câu1:( 2 ,5 điểm) 1. TÝnh :)6 ,1 2 1 (22,6)3 ,5 2 1 7(2 1 32 2. Rót gän:( 5, 7x2y -3,1xy + 8y3)...
  • 20
  • 1,392
  • 1
Kiểm tra giữa kỳ 1 môn toán lớp 1

Kiểm tra giữa kỳ 1 môn toán lớp 1

Lớp 1

... : 40 phútCâu 1: Số ? a) 1 2 4 10 b) 10 7 4 1 Câu 2: 1 2 + 1 5 2 + 2 2 2 + 1 > < ? = 4 3 + 1 3 1 + 1 5 4 + 1 1 2 +32 +22 + 1 0 + 1 3><= A. 1 B. 2 C. 3 B ... 3 5  9 7  5 2 + 3  2 + 2 ? 4  4 9  10 10  8 1 + 4  4 + 1 Bài 3: Tính: 2 + 1 = 1 + 3 = 2 + 2 + 1 = 5 + 0 = 1 + 2 = 3 + 1 = 4 + 1 = 0 + 5 = 049096 5 ><= ĐỀ 36 KI M TRA ... + 3 = 3; 3+ = 5 + 1= 2 2+ = 5 6. ? 2+3 5 3+2 1+ 2 2+2 5 2 +1 1+2><= ĐỀ 19 KI M TRA ĐỊNH GIỮA HỌC I - NĂM HỌC 2 011 -2 012 Môn: ToánLớp 1 Thời gian : 40 phútBài 1: a. Điền Số...
  • 77
  • 1,268
  • 1
Đề kiểm tra học kì 1 môn toán lớp 12 có lời giải

Đề kiểm tra học 1 môn toán lớp 12 có lời giải

Lớp 12

... SD.SE/SC.SB =16 .16 / 41. 25 = 256 /10 25 VS.ADE = ( 256 /10 25) .VS.ABC = ( 256 /10 25) .1/ 3.SA .1/ 2.AB.BC = ( 256 /10 25) .1/ 3.4 .1/ 2.3.4 0. 25 = ( 256 /10 25) .8 (cm3) 0. 25 4a 3 điểm 4a .1 1 điểm + Đk: ... n3/4)/(m 1/ 2 – n 1/ 2) –(m.n) 1/ 2 0. 25 =(m3/2 – n3/2)/(m 1/ 2 – n 1/ 2) –(m 1/ 2.n 1/ 2) 0. 25 = (m 1/ 2 – n 1/ 2)(m + m 1/ 2.n 1/ 2 + n)/(m 1/ 2 – n 1/ 2) – (m 1/ 2.n 1/ 2) 0. 25 = m + n 0. 25 ... M(x 1 , 2x 1 +m) và N(x2, 2x2+m) phân biệt Ta có: MN2 = 5( x2 – x 1 )2  MN = 22 1 5 5 5. 16 2 5 2x x ma     Vậy MN ngắn nhất là 2 5  m = 0 0. 25 Σ 1 2 1 log2(4.3x-6)...
  • 5
  • 1,092
  • 7
tuyển tập đề kiểm tra giữa lỳ 1 môn toán lớp 9

tuyển tập đề kiểm tra giữa lỳ 1 môn toán lớp 9

Trung học cơ sở - phổ thông

... src="data:image/png;base64,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 111 1XXXXTd+/PiXX375oYceOvbVuE9YdnR0jB07Njp /57 nnnkun08e+Gh3GXLZsWXEu/J49e2677bYbb7wxhPCd73xnyMKXwITljh07nn766egI/44dO3p6eo59NbphrwlL4IQMnHkdHR2HDx9+9tlno//i4cOHB1/atm1bTU3NsV+JnegBnA888ED07gYf+nj06NEQwpYtW4p54Z 955 pn+/v5du3YNWfiBgYG6urqNGzeO4DMsz76jR4/u2rXr7bff3rx5cwihrKzs6NGjxz5Tc9OmTQMAJ/IU3rP5H4v+Zi1evHjwb1Z5eflHP/rREhjHo0ePLlmyJISwbt26wYiGEL785S/HYvmHLHxU+k984hOlsZW//fbb5eXlIYRt27ZFXzl8+HAI4Y477vAnADgRZ/Vs2J07d06ePLmnpyc6GFtKV1gmEonW1tYQwr59+6LjmdFhzLic5Ttk4aMJy4ULF5bG4ZNkMvnII4+EEJqbm6ODsSYsgeKasxzyN+vRRx8NIWzdurW3t7fErrCsqqqKDsY2NTXlcrkin7B894WPV+lPRENDQ3Rg49prry0UCiYsgZMyJpq8OZsaGxszmcySJUsWLlz44x//+MknnyyZC90KhcIHPvCBffv2LVmypLu7e8uWLQ8++GCMFn 758 uU9PT3R+Upjx45Np9PJZLJktvV8Pj9r1qw333xz27Ztzc3NmzZteuqpp/wJAIpuzzKyc+fOVCrV3d2dyWRK7B7WiUQik8mEEKIJy/Hjx8dr4Z 955 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 05/ +dPv27ce+Gk1Yluq9IADOpjEeT3ianxL+8A//cMeOHedqATo7O5ctW9bR0bFhw4YQQnd39+DzT+rr68eOHZtOpx2GBSiKPcvRKboXwbl9kmVtbW0ymWxoaIge8FJfXx8t1eAVlkoJcPrO2ZxlPp9vbW09nZ8wY8aM2tras7a0x1fnyJEjIYQLL7ywGFbkzp079+/f39fXt3379vvvv98VlgClEMvW1tampqbT+QmbN28+O7EsFAqzZ89+7bXXht1Lq6ysLIYVmUwmH3nkkQ0bNjQ3N3/mM5 /55 je/mUqlXGEJMCLO2WHYtra26AHRpyyTyfT29p6FRV2/fn1fX9+LL7445OvRQ5XnzJlTJOty8GDstddeu3v37uXLl7vCEiDescxkMhMmTBg4PWfhSSY7duzIZrMhhN27dx//aiqVKqo7EuzcubOsrKyvr6+7uzuVSpmwBIhxLKM9wunTpxf56HR2dv7FX/zF0qVLQwiPPfbYkFcPHDiwYMGColrgZDI5uJyusASIdyyjA5jV1dVFPjpz5sz53Oc +19 zcHEJ46623omeMDMrlckePHi2 253 Q2NDTcdddd8+fPX79+ve0bYEScm+ssGxsbc7nczp07i/+J0NF5sFOmTOnr63vmmWc++MEPDr60dOnSK6644vHHHy/CxX7++efnzJlTVlZmEweI 655 lNGFZ/KUMIUTTfrfddlsI4cEHHzz2pe7u7qJd7NWrVyslQIxjGU1Yzpo1K0bDtG7duhDCP/zDPwz5eix6D0D8YtnV1TV58uS1a9fGaJgGr8EYfLhHlPxf/OIXtiEAsRx5bW1tV1999YoVK2I0TMlkMroqdP/+/cd+vXgusgSgdGJZKBQymcyll 156 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 +55 B7A4GlsbZPSYsgdESy+jsnrhfZBm7g4GlcXaPCUtgtMSyBM7uid3BwOjsnrjPEwcTlkCJxTKfzzc2NkbP4TpWaZzdEx0MXLBgQbEtWC6Xq6+vP/7W4dHZPWVlZbEe9ugzyvTp001YAqUQyz179syePTuTyXz+ 858 f8lKMzu4pFArpdLq+vr5QKAx5KToYWF9fX1QLnE6ny8rKstnsX/7lXw55qaenJ4QQl7tAdHZ2Ll269PjHVUafUdwSFiiFWHZ2dv7xH//xhz70oRDCU089NWTnMi5n93R2dlZWVv7RH/1RNpt96KGHhrwaHQycP39+8SzwPffc8+ijj27atCmE8P/+3/8bsnPZ1ta2du3a4j+7p7e3d+nSpR/5yEe6u7s//vGPx+IzCiCWp2LlypV/8Rd/cc8992zevDmEcOeddx77alzO7nnhhRc2b 958 4403hhC2bt16bPIHDwYW1SNT/vRP//Tqq6/+m7/5myVLloQQ/uqv/urYV/fv 359 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 717 du7cWVZW1tfXFx0bLP6DgdHO5V133ZXP5/fv33/xxRfH8d49jY2N69atCyHU1dX19fWlUqli/owCiOVp7R/cfffd0c5lJpOZMmVKHK8oTyaTjz32WAihu7u7pqam+A8G1tbWRnvDt 956 a19fX3yn+jKZTDTsIYS5c+f65QRKM5YhhOjUmCeeeCKEMHny5JgOSkNDw0033RRCqKysjMXBwGjCOIrNhRdeGNNhHzwYu3LlymuuucYvJ1CysUwmk9HOZQghdhOWx3r44Ye/8pWvDAwMxOJg4OCEcYjh2T3HamxsfPTRR88//3wTlkBRGRNdEDmC8vn8uHHjJk6c+E//9E/xOhv2eK+++uq8efNisai9vb0zZ85cvXr1N77xjbg/b+T 111 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 111 47mp9hmUwmX3nllTVr1t/9VK8AAB0TSURBVJTkMyxbWloqKysXL17sNxCIhSKdMUqlUk8++eQoXzepVOpb3/pW6b2vXC7X19c3e/Zsv36APUsY3sGDB0MI8+fPNxSAWMLw2tvba2pq1qxZYygAsWS0y+fzxz9xLPzfhGVVVZUhAsSS0atQKKTT6XHjxg3e6XeQCUsgjkbsBJ9CoXDeeefFeixO/2ZG+Xx+3Lhxo3wQent7r7rqqt/7vd8LITQ3N3/mM5 859 qxXE5bAqI5lIpHwQMFkMmkQKioq7r333gsuuGDs2LFPPPFEXV3dsY9dM2EJxNEYf9w5Q/L5/OzZs/v6+rZt23b//fdHX5wyZcqaNWtaWlqMDzAa9yxPQfQUqhPZUynVO4gWCoUjR46cyHfG8XSY6IljGzZsGDwYa8ISEMuTLuXMmTNP5DsPHz5cqmdOtrS0NDU1nch3xvQAQHSn30wmc+ 211 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 /55 57CoXCkK87EA0glqGzs/PKK69samrauHHjkFSMkk5EnxVmz 55 911 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 954 IzgVFoATljj9HzFmzJhz/jYGBgZO/Jtff/31EMKqVauK6i3Ey0kNOIBYxvLv5pw5c/zpB+AElfhh2OhRXEO0tbVNmjSpoqLC6gdgtMdyz5499 913 3zvuUycSVj8AozqWuVxuw4YNf//3f3/8S/v3 758 yZYp1D8CojmWhUKirqwshvPLKK8cfie3r6ysvL7fuARjVsdy+ffsHPvCB6N8vvvjikI4GZ/QAMMpjmc/nL7744l/96lfr1q0LIezevfvYV48cORJCmDx5snUPwOiNZTKZ/PznP//FL37x 05/ +9PGxjJSVlVn3AIzeWEa9TKVS0W0H/u3f/i16emWkq6srhLB48WLrHoBRHctIVVVV9I+DBw8OeWnatGnWPQBiGUII27ZtCyE8/fTTg1 957 bXXqqurrXgAxPJ/XXfddSGEp 556 avArr7766vnnnz+40wkAoz2WK1asCCH 813 / 917 HTlhMnTrTiARDL/5VKpaL7DwxOW2Yymfe9731WPABi+Ru33XZb+O1pS7fvAUAsf0t0a4KdO3eGEKKDseeff74VD8CJK/0nbyxbtiz6R29vb/SPGTNmWPEA2LP8jWQyGd1Uvaur65e//GUIYfz48VY8AGL5W2644YYQwu7du3t6ekIIrrMEQCyHWrt2bQjhG9/4RgghlUpddNFFVjwAJ27MaHhYVaFQOO+880II5eXll 112 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 755 k984hMhhE996lOFQmHwpVwuF0KYM2eOcQSghL33PXf+7M/+LPpHNpvt6+u79 957 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 357 V1fXnj17Yj1n2dnZuXr16pP9fzm7B6CEjeSc5XPPPVdWVhb3s3v27du3YMGC 559 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 ... src="data:image/png;base64,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 111 1XXXXTd+/PiXX375oYceOvbVuE9YdnR0jB07Njp /57 nnnkun08e+Gh3GXLZsWXEu/J49e2677bYbb7wxhPCd73xnyMKXwITljh07nn766egI/44dO3p6eo59NbphrwlL4IQMnHkdHR2HDx9+9tlno//i4cOHB1/atm1bTU3NsV+JnegBnA888ED07gYf+nj06NEQwpYtW4p54Z 955 pn+/v5du3YNWfiBgYG6urqNGzeO4DMsz76jR4/u2rXr7bff3rx5cwihrKzs6NGjxz5Tc9OmTQMAJ/IU3rP5H4v+Zi1evHjwb1Z5eflHP/rREhjHo0ePLlmyJISwbt26wYiGEL785S/HYvmHLHxU+k984hOlsZW//fbb5eXlIYRt27ZFXzl8+HAI4Y477vAnADgRZ/Vs2J07d06ePLmnpyc6GFtKV1gmEonW1tYQwr59+6LjmdFhzLic5Ttk4aMJy4ULF5bG4ZNkMvnII4+EEJqbm6ODsSYsgeKasxzyN+vRRx8NIWzdurW3t7fErrCsqqqKDsY2NTXlcrkin7B894WPV+lPRENDQ3Rg49prry0UCiYsgZMyJpq8OZsaGxszmcySJUsWLlz44x//+MknnyyZC90KhcIHPvCBffv2LVmypLu7e8uWLQ8++GCMFn 758 uU9PT3R+Upjx45Np9PJZLJktvV8Pj9r1qw333xz27Ztzc3NmzZteuqpp/wJAIpuzzKyc+fOVCrV3d2dyWRK7B7WiUQik8mEEKIJy/Hjx8dr4Z 955 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 05/ +dPv27ce+Gk1Yluq9IADOpjEeT3ianxL+8A//cMeOHedqATo7O5ctW9bR0bFhw4YQQnd39+DzT+rr68eOHZtOpx2GBSiKPcvRKboXwbl9kmVtbW0ymWxoaIge8FJfXx8t1eAVlkoJcPrO2ZxlPp9vbW09nZ8wY8aM2tras7a0x1fnyJEjIYQLL7ywGFbkzp079+/f39fXt3379vvvv98VlgClEMvW1tampqbT+QmbN28+O7EsFAqzZ89+7bXXht1Lq6ysLIYVmUwmH3nkkQ0bNjQ3N3/mM5 /55 je/mUqlXGEJMCLO2WHYtra26AHRpyyTyfT29p6FRV2/fn1fX9+LL7445OvRQ5XnzJlTJOty8GDstddeu3v37uXLl7vCEiDescxkMhMmTBg4PWfhSSY7duzIZrMhhN27dx//aiqVKqo7EuzcubOsrKyvr6+7uzuVSpmwBIhxLKM9wunTpxf56HR2dv7FX/zF0qVLQwiPPfbYkFcPHDiwYMGColrgZDI5uJyusASIdyyjA5jV1dVFPjpz5sz53Oc +19 zcHEJ46623omeMDMrlckePHi2 253 Q2NDTcdddd8+fPX79+ve0bYEScm+ssGxsbc7nczp07i/+J0NF5sFOmTOnr63vmmWc++MEPDr60dOnSK6644vHHHy/CxX7++efnzJlTVlZmEweI 655 lNGFZ/KUMIUTTfrfddlsI4cEHHzz2pe7u7qJd7NWrVyslQIxjGU1Yzpo1K0bDtG7duhDCP/zDPwz5eix6D0D8YtnV1TV58uS1a9fGaJgGr8EYfLhHlPxf/OIXtiEAsRx5bW1tV1999YoVK2I0TMlkMroqdP/+/cd+vXgusgSgdGJZKBQymcyll 156 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 +55 B7A4GlsbZPSYsgdESy+jsnrhfZBm7g4GlcXaPCUtgtMSyBM7uid3BwOjsnrjPEwcTlkCJxTKfzzc2NkbP4TpWaZzdEx0MXLBgQbEtWC6Xq6+vP/7W4dHZPWVlZbEe9ugzyvTp001YAqUQyz179syePTuTyXz+ 858 f8lKMzu4pFArpdLq+vr5QKAx5KToYWF9fX1QLnE6ny8rKstnsX/7lXw55qaenJ4QQl7tAdHZ2Ll269PjHVUafUdwSFiiFWHZ2dv7xH//xhz70oRDCU089NWTnMi5n93R2dlZWVv7RH/1RNpt96KGHhrwaHQycP39+8SzwPffc8+ijj27atCmE8P/+3/8bsnPZ1ta2du3a4j+7p7e3d+nSpR/5yEe6u7s//vGPx+IzCiCWp2LlypV/8Rd/cc8992zevDmEcOeddx77alzO7nnhhRc2b 958 4403hhC2bt16bPIHDwYW1SNT/vRP//Tqq6/+m7/5myVLloQQ/uqv/urYV/fv 359 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 717 du7cWVZW1tfXFx0bLP6DgdHO5V133ZXP5/fv33/xxRfH8d49jY2N69atCyHU1dX19fWlUqli/owCiOVp7R/cfffd0c5lJpOZMmVKHK8oTyaTjz32WAihu7u7pqam+A8G1tbWRnvDt 956 a19fX3yn+jKZTDTsIYS5c+f65QRKM5YhhOjUmCeeeCKEMHny5JgOSkNDw0033RRCqKysjMXBwGjCOIrNhRdeGNNhHzwYu3LlymuuucYvJ1CysUwmk9HOZQghdhOWx3r44Ye/8pWvDAwMxOJg4OCEcYjh2T3HamxsfPTRR88//3wTlkBRGRNdEDmC8vn8uHHjJk6c+E//9E/xOhv2eK+++uq8efNisai9vb0zZ85cvXr1N77xjbg/b+T 111 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 111 47mp9hmUwmX3nllTVr1t/9VK8AAB0TSURBVJTkMyxbWloqKysXL17sNxCIhSKdMUqlUk8++eQoXzepVOpb3/pW6b2vXC7X19c3e/Zsv36APUsY3sGDB0MI8+fPNxSAWMLw2tvba2pq1qxZYygAsWS0y+fzxz9xLPzfhGVVVZUhAsSS0atQKKTT6XHjxg3e6XeQCUsgjkbsBJ9CoXDeeefFeixO/2ZG+Xx+3Lhxo3wQent7r7rqqt/7vd8LITQ3N3/mM5 859 qxXE5bAqI5lIpHwQMFkMmkQKioq7r333gsuuGDs2LFPPPFEXV3dsY9dM2EJxNEYf9w5Q/L5/OzZs/v6+rZt23b//fdHX5wyZcqaNWtaWlqMDzAa9yxPQfQUqhPZUynVO4gWCoUjR46cyHfG8XSY6IljGzZsGDwYa8ISEMuTLuXMmTNP5DsPHz5cqmdOtrS0NDU1nch3xvQAQHSn30wmc+ 211 /77v/+7CUsgps7Z2bBdXV2TJ08+ke88wabGUVtb2/vf//4T+c4xY8bE9D3u3Llz8uTJfX1927dvN2EJiOVJd+Lqq6/u7+8fOAGlOvqZTObiiy8eODExfY/JZHL37t0hhObmZldYAmJ50p249NJLR+HjKgdFU7bTp08v+XdaW1v72c9+NoRgwhIQy5PuxIwZM0bz0Hd1dYUQqqurR8Ob/eu//utJkyYFE5aAWJ5UJyZPnrxkyZLRPPRtbW11dXWrVq0aDW82kUj09vZ+/OMfHyXvFygx5+Y6y8bGxkKh8NWvfnU0H4YdM2bMpk2bnnrqqdHzlv/7v//7wgsv9FsH2LM8ISYsR8+E5bGUEhDLk+uECcsQQl1dnU0QQCyH74QJy2jCcsWKFTZBALEcvhNXX331KO9EJpOZNm3aaD4QDSCW79GJsWPHmrC87LLLbH8AYqkTwxtVV1gCiKVOnAoTlgBiqRPvwYQlgFiGQqGQTqeHfVzl6OlEPp+ /55 57CoXCkK87EA0glqGzs/PKK69samrauHHjkFSMkk5EnxVmz 55 911 133XHHHUNedSAaYLTHsrOz87bbbrvxxhtDCD09PS0tLaOwE/fee+/TTz9dW1sbQtixY0dPT8+xrzoQDRA7I39v2D179qxYsWLv3r1NTU0hhP7+/sGDro2NjblcLp1Ol/xh2B07dmzZsuXmm2/OZDKTJ08+cuRIIpH43xEfM+ZTn/rU448/buMDGKV7liGEhoaGVCrV2NgY3ctt8+bN0dcLhUImk5kwYcJomLD87Gc/m0gkdu7cWV5e/uabb27fvj36uglLALH8Lel0OoSwb9++6B+HDh0Ko+zW4clk8pFHHgkhNDc3RwdjTVgCiOVvSaVSu3btCiE0NTXlcrmOjo4w+m4d3tDQEO1bX3vttYVCwYQlQByd8edZ1tXV7du3L2rk0aNHn3zyydF2fWE+n7/sssv6+/sfeOCBrVu3mrAEsGc5VCaTCSFks9lsNjtp0qRReCV+Mpl87LHHQghbt24NJiwBxPJ4gwdjw+h71vGghoaGm266Kfq3CUuA2Dnjh2Ej73//+/fv3//ss882NDSMzoHO5/NVVVWVlZXt7e1udAdgz3IY3/nOd7761a8uXLhw1A50MpnM5XJLlixRSgB7lgBgzxIAxBIAEEsAEEsAEEsAEEsAEEsAiInEKH//9fX12WzWdnBqXKQLjBKj/aYEY8aMsRHoJcC7cxg2fP7znx/gVNl+ALEscblcLoRQKBRsBwCI5fDy+XwIYcaMGbYDAMRyeG+88UYI4ZJLLrEdACCWw3v99ddDCGvWrLEdACCW72jOnDk2AgDE8h21tbVNmjSpoqLCdgCAWL6bRCJhEAAQy+G9/PLLU6ZMsREAIJbvqLu7u7y83EYAgFgOL7oXwfnnn28jAEAsh3fkyJEQwsSJE20EAIjluykrK7MRACCWw3vllVdCCIsXL7YRACCWw3vrrbdCCNOmTbMRACCWw/vZz35WXV1tCwBALN9RV1fX+eefX1VVZSMAQCzf0UUXXWQLAEAs31Emkxk3bpwtAACxfDdu3wOAWL6jfD4f3L4HALF8F7lcLoQwY8YMWwAAYjm8X/7ylyGE8ePH2wIAEMvh9fT0hBBcZwmAWL4Hl44AIJbv6MCBA6tWrUomk7YAAMRyeNEJPqlUyhYAgFi+Yyw9yRIAsXw32Wx25syZVj8AYvluxo4da/UDIJbD6+3tDSEUCgWrHwCxfDdu3wOAWL6jN 954 IzgVFoATljj9HzFmzJhz/jYGBgZO/Jtff/31EMKqVauK6i3Ey0kNOIBYxvLv5pw5c/zpB+AElfhh2OhRXEO0tbVNmjSpoqLC6gdgtMdyz5499 913 3zvuUycSVj8AozqWuVxuw4YNf//3f3/8S/v3 758 yZYp1D8CojmWhUKirqwshvPLKK8cfie3r6ysvL7fuARjVsdy+ffsHPvCB6N8vvvjikI4GZ/QAMMpjmc/nL7744l/96lfr1q0LIezevfvYV48cORJCmDx5snUPwOiNZTKZ/PznP//FL37x 05/ +9PGxjJSVlVn3AIzeWEa9TKVS0W0H/u3f/i16emWkq6srhLB48WLrHoBRHctIVVVV9I+DBw8OeWnatGnWPQBiGUII27ZtCyE8/fTTg1 957 bXXqqurrXgAxPJ/XXfddSGEp 556 avArr7766vnnnz+40wkAoz2WK1asCCH 813 / 917 HTlhMnTrTiARDL/5VKpaL7DwxOW2Yymfe9731WPABi+Ru33XZb+O1pS7fvAUAsf0t0a4KdO3eGEKKDseeff74VD8CJK/0nbyxbtiz6R29vb/SPGTNmWPEA2LP8jWQyGd1Uvaur65e//GUIYfz48VY8AGL5W2644YYQwu7du3t6ekIIrrMEQCyHWrt2bQjhG9/4RgghlUpddNFFVjwAJ27MaHhYVaFQOO+880II5eXll 112 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 755 k984hMhhE996lOFQmHwpVwuF0KYM2eOcQSghL33PXf+7M/+LPpHNpvt6+u79 957 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 357 V1fXnj17Yj1n2dnZuXr16pP9fzm7B6CEjeSc5XPPPVdWVhb3s3v27du3YMGC 559 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 ... src="data:image/png;base64,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 111 1XXXXTd+/PiXX375oYceOvbVuE9YdnR0jB07Njp /57 nnnkun08e+Gh3GXLZsWXEu/J49e2677bYbb7wxhPCd73xnyMKXwITljh07nn766egI/44dO3p6eo59NbphrwlL4IQMnHkdHR2HDx9+9tlno//i4cOHB1/atm1bTU3NsV+JnegBnA888ED07gYf+nj06NEQwpYtW4p54Z 955 pn+/v5du3YNWfiBgYG6urqNGzeO4DMsz76jR4/u2rXr7bff3rx5cwihrKzs6NGjxz5Tc9OmTQMAJ/IU3rP5H4v+Zi1evHjwb1Z5eflHP/rREhjHo0ePLlmyJISwbt26wYiGEL785S/HYvmHLHxU+k984hOlsZW//fbb5eXlIYRt27ZFXzl8+HAI4Y477vAnADgRZ/Vs2J07d06ePLmnpyc6GFtKV1gmEonW1tYQwr59+6LjmdFhzLic5Ttk4aMJy4ULF5bG4ZNkMvnII4+EEJqbm6ODsSYsgeKasxzyN+vRRx8NIWzdurW3t7fErrCsqqqKDsY2NTXlcrkin7B894WPV+lPRENDQ3Rg49prry0UCiYsgZMyJpq8OZsaGxszmcySJUsWLlz44x//+MknnyyZC90KhcIHPvCBffv2LVmypLu7e8uWLQ8++GCMFn 758 uU9PT3R+Upjx45Np9PJZLJktvV8Pj9r1qw333xz27Ztzc3NmzZteuqpp/wJAIpuzzKyc+fOVCrV3d2dyWRK7B7WiUQik8mEEKIJy/Hjx8dr4Z 955 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 05/ +dPv27ce+Gk1Yluq9IADOpjEeT3ianxL+8A//cMeOHedqATo7O5ctW9bR0bFhw4YQQnd39+DzT+rr68eOHZtOpx2GBSiKPcvRKboXwbl9kmVtbW0ymWxoaIge8FJfXx8t1eAVlkoJcPrO2ZxlPp9vbW09nZ8wY8aM2tras7a0x1fnyJEjIYQLL7ywGFbkzp079+/f39fXt3379vvvv98VlgClEMvW1tampqbT+QmbN28+O7EsFAqzZ89+7bXXht1Lq6ysLIYVmUwmH3nkkQ0bNjQ3N3/mM5 /55 je/mUqlXGEJMCLO2WHYtra26AHRpyyTyfT29p6FRV2/fn1fX9+LL7445OvRQ5XnzJlTJOty8GDstddeu3v37uXLl7vCEiDescxkMhMmTBg4PWfhSSY7duzIZrMhhN27dx//aiqVKqo7EuzcubOsrKyvr6+7uzuVSpmwBIhxLKM9wunTpxf56HR2dv7FX/zF0qVLQwiPPfbYkFcPHDiwYMGColrgZDI5uJyusASIdyyjA5jV1dVFPjpz5sz53Oc +19 zcHEJ46623omeMDMrlckePHi2 253 Q2NDTcdddd8+fPX79+ve0bYEScm+ssGxsbc7nczp07i/+J0NF5sFOmTOnr63vmmWc++MEPDr60dOnSK6644vHHHy/CxX7++efnzJlTVlZmEweI 655 lNGFZ/KUMIUTTfrfddlsI4cEHHzz2pe7u7qJd7NWrVyslQIxjGU1Yzpo1K0bDtG7duhDCP/zDPwz5eix6D0D8YtnV1TV58uS1a9fGaJgGr8EYfLhHlPxf/OIXtiEAsRx5bW1tV1999YoVK2I0TMlkMroqdP/+/cd+vXgusgSgdGJZKBQymcyll 156 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 +55 B7A4GlsbZPSYsgdESy+jsnrhfZBm7g4GlcXaPCUtgtMSyBM7uid3BwOjsnrjPEwcTlkCJxTKfzzc2NkbP4TpWaZzdEx0MXLBgQbEtWC6Xq6+vP/7W4dHZPWVlZbEe9ugzyvTp001YAqUQyz179syePTuTyXz+ 858 f8lKMzu4pFArpdLq+vr5QKAx5KToYWF9fX1QLnE6ny8rKstnsX/7lXw55qaenJ4QQl7tAdHZ2Ll269PjHVUafUdwSFiiFWHZ2dv7xH//xhz70oRDCU089NWTnMi5n93R2dlZWVv7RH/1RNpt96KGHhrwaHQycP39+8SzwPffc8+ijj27atCmE8P/+3/8bsnPZ1ta2du3a4j+7p7e3d+nSpR/5yEe6u7s//vGPx+IzCiCWp2LlypV/8Rd/cc8992zevDmEcOeddx77alzO7nnhhRc2b 958 4403hhC2bt16bPIHDwYW1SNT/vRP//Tqq6/+m7/5myVLloQQ/uqv/urYV/fv 359 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 717 du7cWVZW1tfXFx0bLP6DgdHO5V133ZXP5/fv33/xxRfH8d49jY2N69atCyHU1dX19fWlUqli/owCiOVp7R/cfffd0c5lJpOZMmVKHK8oTyaTjz32WAihu7u7pqam+A8G1tbWRnvDt 956 a19fX3yn+jKZTDTsIYS5c+f65QRKM5YhhOjUmCeeeCKEMHny5JgOSkNDw0033RRCqKysjMXBwGjCOIrNhRdeGNNhHzwYu3LlymuuucYvJ1CysUwmk9HOZQghdhOWx3r44Ye/8pWvDAwMxOJg4OCEcYjh2T3HamxsfPTRR88//3wTlkBRGRNdEDmC8vn8uHHjJk6c+E//9E/xOhv2eK+++uq8efNisai9vb0zZ85cvXr1N77xjbg/b+T 111 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 111 47mp9hmUwmX3nllTVr1t/9VK8AAB0TSURBVJTkMyxbWloqKysXL17sNxCIhSKdMUqlUk8++eQoXzepVOpb3/pW6b2vXC7X19c3e/Zsv36APUsY3sGDB0MI8+fPNxSAWMLw2tvba2pq1qxZYygAsWS0y+fzxz9xLPzfhGVVVZUhAsSS0atQKKTT6XHjxg3e6XeQCUsgjkbsBJ9CoXDeeefFeixO/2ZG+Xx+3Lhxo3wQent7r7rqqt/7vd8LITQ3N3/mM5 859 qxXE5bAqI5lIpHwQMFkMmkQKioq7r333gsuuGDs2LFPPPFEXV3dsY9dM2EJxNEYf9w5Q/L5/OzZs/v6+rZt23b//fdHX5wyZcqaNWtaWlqMDzAa9yxPQfQUqhPZUynVO4gWCoUjR46cyHfG8XSY6IljGzZsGDwYa8ISEMuTLuXMmTNP5DsPHz5cqmdOtrS0NDU1nch3xvQAQHSn30wmc+ 211 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 /55 57CoXCkK87EA0glqGzs/PKK69samrauHHjkFSMkk5EnxVmz 55 911 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 954 IzgVFoATljj9HzFmzJhz/jYGBgZO/Jtff/31EMKqVauK6i3Ey0kNOIBYxvLv5pw5c/zpB+AElfhh2OhRXEO0tbVNmjSpoqLC6gdgtMdyz5499 913 3zvuUycSVj8AozqWuVxuw4YNf//3f3/8S/v3 758 yZYp1D8CojmWhUKirqwshvPLKK8cfie3r6ysvL7fuARjVsdy+ffsHPvCB6N8vvvjikI4GZ/QAMMpjmc/nL7744l/96lfr1q0LIezevfvYV48cORJCmDx5snUPwOiNZTKZ/PznP//FL37x 05/ +9PGxjJSVlVn3AIzeWEa9TKVS0W0H/u3f/i16emWkq6srhLB48WLrHoBRHctIVVVV9I+DBw8OeWnatGnWPQBiGUII27ZtCyE8/fTTg1 957 bXXqqurrXgAxPJ/XXfddSGEp 556 avArr7766vnnnz+40wkAoz2WK1asCCH 813 / 917 HTlhMnTrTiARDL/5VKpaL7DwxOW2Yymfe9731WPABi+Ru33XZb+O1pS7fvAUAsf0t0a4KdO3eGEKKDseeff74VD8CJK/0nbyxbtiz6R29vb/SPGTNmWPEA2LP8jWQyGd1Uvaur65e//GUIYfz48VY8AGL5W2644YYQwu7du3t6ekIIrrMEQCyHWrt2bQjhG9/4RgghlUpddNFFVjwAJ27MaHhYVaFQOO+880II5eXll 112 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 755 k984hMhhE996lOFQmHwpVwuF0KYM2eOcQSghL33PXf+7M/+LPpHNpvt6+u79 957 v/jFL0Zfie6f7i53AIz2PcvE/3nqqadCCHfddVe0QxlCaG9vr6mpWbNmjXEEYFTHclBtbe3mzZtDCNu2bYu+8txzz11yySUVFRXGEQCx/F/3339/COGJJ57o7OyM7p8+d+5c908HQCx/I5VK7dq1K4SwadOmjo6OEILdSgBK3knfG7ZQKCxfvrynp6e8vPx//ud/vvnNb9bW1hpHAOxZ/kYikYh2Lvv6+pYvX75s2TKDCIBYDrV48eLoTJ9UKuX+6QCI5fC+/vWv/+M//uOll15qBAEoeaf1PMv+/v6ysjKDCIBYAsCo9juGAADEEgDEEgDEEgDEEgDEEgDEEgDEEgDEEgAQSwAQSwAQSwAQSwAQSwAQSwAQSwAQSwBALAFALAFALAFALAFALAEgFhIj++Nyudztt98+OocynU7bngBK0piBgYGRDUZTU9OoHc2RHUwAisQIH4Y9cOBAXV1df3//wKhkewIQy/f23HPPXXzxxalUysgCIJbDKBQK3d3dCxYsMKwAlJKRPMHnyJEjIYQLL7ww7oNysqfq3HDDDclk0sYEIJbvraurK4SwZs2aWI9IPp9vamqqra2dPn36Cf5f6uvrxRKghI3k2bC33 357 V1fXnj17Yj1n2dnZuXr16pP9fzm7B6CEjeSc5XPPPVdWVhb3s3v27du3YMGC 559 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...
  • 13
  • 489
  • 0
ĐỀ KIỂM TRA HỌC KÌ I MÔN TOÁN LỚP 9 (Đề số 1)

ĐỀ KIỂM TRA HỌC I MÔN TOÁN LỚP 9 (Đề số 1)

Toán học

... Câu 15 . (1, 75 điểm). Cho biểu thức P = 1 11 aaaa+− − (với a ≥ 0 và a ≠ 1) . a) Rút gọn biểu thức P b) Tính giá trị của biểu thức P tại a = 1 4. Câu 16 . (1, 25 điểm). Cho hàm số 1 32yx= ... Câu 12 . Đường tròn là hình: A. không có tâm đối xứng B. có một tâm đối xứng C. có hai tâm đối xứng D. có vô số tâm đối xứng 2 -2 0 2 1 -1 -2 -1 1 y0 ,5 2-20 2 1 -1 -2 -1 1yx0 ,5 xαβHình ... A. ()2 41 6x x−+ B. ( )2 41 6x x++ C. ()22 41 6x x−+ D. ()22 41 6x x++ Câu 5. Nếu đường thẳng y = ax + 5 đi qua điểm ( -1; 3) thì hệ số góc của nó bằng: A. -1 B. -2 C. 1 D. 2 Câu...
  • 4
  • 1,660
  • 13
Đề kiểm tra học kì 2 môn toán lớp 1 docx

Đề kiểm tra học 2 môn toán lớp 1 docx

Mầm non - Tiểu học

... : ? ( 1 điểm ) a) b) Câu 3 : ( 2 điểm ) a) Đặt tính rồi tính : 45 + 32 31 + 51 87 – 4 97 – 67 ……… ………… ……… ………. ……… ……… ………. ………. ……… ………… ……… ……… b) 79 – 63 = …… 94 + 5 -4 ... = ……… 16 + 42 = ……… 76 – 26 + 10 = ……. Câu 4: ( 1 điểm ) Viết số vào chỗ chấm : a) Lúc 6 giờ , kim ngắn chỉ vào số ……… , kim dài chỉ vào số ……… Trường : Tiểu học Trưng Vương Lớp : 1 … Họ ... KI M TRA CUỐI HỌC II Môn : Toán KHỐI I Năm học : 2 011 - 2 012 Điểm Lời phê Giám thị:………………………… Giám khảo :………………………. Số liền trước Số đã biết 99 57 ...
  • 2
  • 2,786
  • 30
Đề kiểm tra cuối học kì 1 môn Toán lớp 3 năm học 2014-2015 trường Tiểu học Giục Tượng 3, Kiên Giang Đề kiểm tra học kì I môn Toán lớp 3 có đáp án

Đề kiểm tra cuối học 1 môn Toán lớp 3 năm học 2014-2015 trường Tiểu học Giục Tượng 3, Kiên Giang Đề kiểm tra học I môn Toán lớp 3 có đáp án

Mầm non - Tiểu học

... quả đạt 0 ,5 điểma) D. 2 b) B. 3Bài 4. Đặt tính rồi tính (2 điểm)Đặt tính và tính đúng kết quả mỗi phép tính đạt 0, 25 điểm 16 2 + 370= 53 2; 9 35 – 5 51 = 384; 10 5 x 6= 630 490 : 7= 70Bài 5. Giải ... ĐÁP ÁN MÔN TOÁN LỚP 3Bài 1. Tính nhẩm (1 điểm)Mỗi kết quả đúng đạt 0, 25 điểm 450 – 50 = 400 20 + 60 = 80 800 : 4 = 200 11 x 5 = 55 Bài 2. Khoanh vào chữ cái trước ý trả lời ... 6d) Kết quả : Giảm 56 đi 7 lần rổi bớt đi 5 là :A. 8 B. 3 C. 7 D. 56 Bài 3: Đúng ghi Đ, sai ghi S vào ô trống (1 điểm) 13 x 3 – 2 = 13 18 0 : 6 + 30 = 6030 + 60 x 2 = 15 0 282 – 10 0 : 2 = 232Bài...
  • 3
  • 3,232
  • 17

Xem thêm