Đề thi thử lần 6 - Truờng THPT Tân Yên 1 pptx

... thành sau 3 chu kì bán rã có thể nhận giá trị đúng là A. 36, 05 .10 -6 g. B. 36, 05 .10 -2 g. C. 36, 05 .10 -4 g. D. 36, 05 .10 -3 g. Câu 41. Phương trình của một sóng dừng trên một sợi dây là y = ... d 42 b 3 A 13 c 23 c 33 a 43 b 4 B 14 c 24 d 34 a 44 a 5 B 15 c 25 c 35 c 45 c 6 B 16 d 26 c 36 d 46 c 7 D 17 d 27 d 37 a 47 b 8 B 18 c 28 c 38 ... hiện tính chất hạt càng rõ nét, tính chất sóng ít thể hiện rõ. Trường THPT Tân Yên 1 Đề thi thử lần 6 Câu 1. Một vật dao động điều hoà theo thời gian có phương trình: x = A cos(t...

... A )10 -1 2 m B) 10 -1 5 m C) 10 -1 1 m D) 10 -1 0 m Câu 6: Chọn phương án sai A)Đơn vị khối lượng nguyên tử bằng 1/ 12 khối lượng một nguyên tử C 12 6 B) 1u = 1 ,66 055 10 -2 7 Kg C) 1u = 9 31 ... Điểm 1 D 11 B 21 B 31 C 2 D 12 D 22 B 32 D 3 D 13 C 23 C 33 C 4 C 14 D 24 A 34 B 5 B 15 B 25 D 35 C 6 D 16 C 26 D 36 C 7 B 17 D 27 D 37 B 8 A 18 C 28 C 38 A 9 C 19 C 29 B 39 B 10 C 20 ... Au 19 779: A. D = 3,2 .10 14 g/cm3, q = 9 .10 18 C/cm3 B. D = 2,3 .10 14 g/cm3 , q = 12 .10 17 C/cm3 C. D = 2,3 .10 14 g/cm3 , q = 9 .10 18 C/cm3 D. D = 3,2 .10 14 g/cm3 , q = 12 .10 17 C/cm3...

... Gần 12 ,5% C. Gần 50% D. Gần 6, 25% đáp án đề 3 1 c 11 c 21 d 31 b 41 c 2 d 12 b 22 b 32 c 42 c 3 a 13 b 23 a 33 a 43 a 4 d 14 c 24 b 34 a 44 a 5 b 15 c ... i = 4,6cos (10 0t + /2)(A). B. i = 7,97sin120t (A). C. i = 6, 5cos (12 0t )(A). D. i = 9,2sin (12 0t+)(A). Câu 16 . Cho mạch điện như hình vẽ. Biết R 1 = 4; C 1 = 10 -2 /8F; ... 35 a 45 c 6 b 16 d 26 d 36 d 46 d 7 b 17 b 27 b 37 b 47 b 8 d 18 d 28 b 38 b 48 b 9 b 19 a 29 c 39 b 49 a 10 a 20 a 30 a 40 d 50 d Câu 10 . Kéo con...

... án 1 B 11 A 21 D 31 a 41 B 2 C 12 B 22 C 32 b 42 B 3 C 13 B 23 b 33 c 43 A 4 A 14 A 24 B 34 c 44 A 5 D 15 B 25 a 35 a 45 b 6 A 16 D 26 d 36 a ... electron nhận giá trị nào? A. 3,975 .10 -1 9eV. B. 3,975 .10 -1 3J. C. 3,975 .10 -1 9J. D. 3,975 .10 - 16 J. Câu 35. Nói về sự tạo thành quang phổ vạch của hiđrô mệnh đề nào sau đây sai: A. Dãy Laiman ... electron có giá trị nào sau đây? A. 0, 468 .10 -7 m/s. B. 0, 468 .10 5m/s. C. 0, 468 .10 6 m/s. D. 0, 468 .10 9m/s. Câu 34. Chiếu lần lượt 2 bức xạ có bước sóng 1  = 400nm và 2 = 0,250m. vào...

... mạch dao động có i = 4 .10 -2 sin(2 .10 7t) A. Điện tích cự đại của tụ điện là : A 4 .10 -9 C B 8 .10 -9 C C 2,3 .10 -9 C D 2 .10 -9 C 6/ Mạch dao động có C=1nF, L =6. 10 -6 H, R=0,5. Cấp cho ... src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAukAAAQACAIAAADTPVAsAAAACXBIWXMAABYlAAAWJQFJUiTwAAAZnUlEQVR42u3dT2jb5/3A8ef58fVJORQ2B4XVxWGwLR2xupXQEru0pRnt2kCgGQE7YzBKYdA/achhkA5Gcsgu82BrTxuDXWKBSQYG12BISDMmb5DSOg6sI4dVpS1Vq /65 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 9 61 /Hx8eNgv5n7wIw6NYOu9x3331GgXYBIAFLS0tjY2OlUsko0C4AJGB+fv7w4cPmQCqcdwEY+H8JHHZBuwCQimazuXPnztXVVdeMSIVrRgADoV6vf+c73/n2t7/dbDbX337lyhWHXdAu0BuVSiW2r1KpGB3bW57nx44d2 717 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 513 RkdHTYN+Zu8CQAghvP322yEE4YJ2ASANly9fnpycNAe0CwBpmJubO3jwoDnQ/5x3AeA/h11WVlb27t1rGvQ5excA/nPYZc+ePUaBdgEgAZcvXz5w4ECWZUaBdgEgAXNzc4cOHTIHkuC8CwAhxuiwC6mwdwEYdPV6PTjsgnYBIBVLS0sOu6BdAEjG/Py8wy4kxHkXgIH/l8BhF5Ji7wIwKPI8z/P8lhsddkG7ANCPFhYWvva1r+3atevatWvrb19aWhobG3PYBe0CQL9otVqVSuWpp5 763 ve+98knn/z4xz9e/9H5+fnDhw+bEtoFgH7RbDYfeeSR1dXVP/3pTyGElZWVWq1286PVavWxxx4zJRLirC7AAJmamqpWq+Vy+b333suyrF6v7 969 e3V1tVQqGQ6psHcBGCB/+MMfQgiNRmN2djb897CLcEG7ANCnSqXSqVOnQggnTpxotVoOu6BdAOh3J0+eLJfLjUZjenr60qVLDruQHOddAAbOzMzM0aNH1/7ssAvaBYB+l+f5yMhIo9G455573n33XQMhLa4ZAQycLMv+9re/Pfroo7///e9Ng+R0Ye8SY2z3LpY9gK82wJ2xdwEAknob400JAJAQexcAQLsAAGgXAADtAgBoFwAA7QIAoF0AAO0CAKBdAAC0CwCgXQAAtAsAgHYBALQLAIB2AQDQLgCAdgEA0C4AANoFANAuAADaBQBAuwAA2gUAQLsAAGgXACAl2e03xRi78tBFUZgvANBd9i4AQEqi7QgAkBB7FwBAuwAAaBcAAO0CAGgXAADtAgCgXQAA7QIAoF0AALQLAKBdAAC0CwCAdgEAtAsAgHYBANAuAIB2AQDQLgAA2gUA0C4AANoFAEC7AADaBQBAuwAAaBcAQLsAAGgXAADtAgBoFwAA7QIAoF0AAO0CAKBdAAC0CwCgXQAAtAsAgHYBALQLAIB2AQDQLgCAdgEA0C4AANoFANAuAADaBQBAuwAA2gUAQLsAAGgXAEC7AABoFwAA7QIAaBcAAO0CAKBdAADtAgCgXQAAtAsAoF0AALQLAIB2AQC0CwCAdgEA0C4AgHYBANAuAADaBQBISdb5Q8QY271LURRGD/2s3de1FzWwZexdAADtAgCwOaJNLwCQEHsXAEC7AABoFwAA7QIAaBcAAO0CAKBdAADtAgCgXQAAtAsAoF0AALQLAIB2AQC0CwCAdgEA0C4AgHYBANAuAADaBQDQLgAA2gUAQLsAANoFAEC7AABoFwBAuwAAaBcAAO0CAGgXAADtAgCgXQAA7QIAoF0AALQLAKBdAAA2R9b5Q8QY271LURRGD/3M6xroW/YuAIB2AQDYHNGaFwBIiL0LAKBdAAC0CwCAdgEAtAsAgHYBANAuAIB2AQDQLgAA2gUA0C4AANoFAEC7AADaBQBAuwAAaBcAQLsAAGgXAADtAgBoFwAA7QIAoF0AAO0CAKBdAAC0CwCgXQAAtAsAgHYBALQLAIB2AQDQLgCAdgEA0C4AANoFANAuAADaBQBAuwAA2gUAQLsAAGgXAEC7AABoFwAA7QIApCQzAoDb5Xk+MjLSaDSS/lusrq6WSiWfTbYZexcAklSr1eJmarVahtyfYlEUpgAApMLeBQDQLgAA2gUAQLsAANoFAEC7AABoFwAgJbFbD+TnxAAAW8DeBQBIiZ+rCwCkxN4FANAuAADaBQBAuwAA2gUAQLsAAGgXAEC7AABoFwAA7QIAaBcAAO0CAKBdAADtAgCgXQAAtAsAoF0AALQLAIB2AQC0CwCAdgEA0C4AgHYBANAuAADaBQDQLgAA2gUAQLsAANoFAEC7AABoFwBAuwAAaBcAAO0CAGgXAADtAgCgXQAA7QIAoF0AALQLAKBdAAC0CwCAdgEAtAsAgHYBANAuAIB2AQDQLgAA2gUA0C4AANoFAEC7AADaBQBAuwAAaBcAQLsAAGgXAADtAgBoFwAA7QIAoF0AAO0CAKBdAAC0CwCgXQAAtAsAgHYBALQLAIB2AQDQLgCAdgEA0C4AANoFAEhJ1vlDxBjbvUtRFEa/vbX7rPCU8GzxhPG59rlmg+xdAADtAgCwOaJ1HACQEHsXAEC7AABoFwAA7QIAaBcAAO0CAKBdAADtAgCgXQAAtAsAoF0AALQLAIB2AQC0CwCAdgEA0C4AgHYBANAuAADaBQDQLgAA2gUAQLsAANoFAEC7AABkt98UY+zKQxdFYb4AQHfZuwAA2gUAYHNEV3YAgITYuwAA2gUAQLsAAGgXAEC7AABoFwAA7QIAaBcAAO0CAKBdAADtAgCgXQAAtAsAoF0AALQLAIB2AQC0C71Wq9UMgY2o1+t5npsDoF3o8b9GExMTccOEziDbu3fv0NDQBp8qp0+fNjGg5zIj2H6WlpbGxsauXr1qFHy5ZrO5urq6urpaKpVMA0iFvcs2ND8/f/jwYXPgK125cmVsbEy4ANqFHrt06dJjjz1mDnylxcXFRx55xBwA7UIvNZvNRqNx3333GQVfaXZ29vHHHzcHQLvQS64C0Fbm7tu3zygA7UIvLS4uOuzCBjO3XC4PDw8bBaBd6KXZ2VmHXdhg5h45csQcAO1CLznsQluZ67ALoF3osbWrAA678JVarZbDLoB2ofdcBWCDlpeXHXYBtAu95yoAG3Tx4kWZC2gXesy3vLJx58+fl7mAdqHHfMsrG9RqtVZWVmQuoF3osTfeeMNVADZieXk5hCBzAe3CVsjzfGZmZmho6PTp07d8yFUAblGr1YaHh5944olWq7X+9osXL05OTpoPoF3YdNeuXbv//vtfeumlPM9/+ctf1mq1mx9yFYD1ms3m1NTUxMTEjRs3FhcXp6enb8ncgwcPmtL2c/r06bj51n/lgfUqlcoWPANbrVYsisK4U/Hqq69+9tlnJ0+e/MlPflKtVsfGxq5evXrzHfaPfvSjDz/80JRYez7Mzs4eP358aWnp6NGjIYTV1dW1H/zTarV27NjxzjvvjI6OGhSQIu2SpHq9vnv37hDCa6+99uSTT 669 3/r0009/+9vfGg7r5Xk+MjLSaDQmJydnZmbWsmZiYsILH0iXa0ZJGh0dffHFF0MIzzzzTJ7nIYTz588/8MADJsMtsiw7d+5cCKFardbr9RDCW2+95bALoF3ogTNnzoQQGo3G7Ozs2mGX/fv3Gwu3Gx8fHxsbCyE8++yzIYS5uTmHXVjz8ccfO+lCD/ 3 61 79u96SLdklbqVR65ZVXQghHjx79+9//HkJwfIH/z9zcXAjhwoULf/nLXy5cuCBzWfPGG2+Uy+Viw8bHxw2NLlpcXDx79uzGn4E3f1uf8y4Ju3mU4dFHHy2Xy2unGeB/mpqaqlar3/rWt65fv+5Vz5pjx46FEJyTo1f/hA0NDd3Z9w3YuyQsy7K17329dOnSD3/4QwPhS6xdZLx+/frDDz9sGqx5/fXX/VAoeuXtt98OIdx99 913 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 969 +4svvnDNCID/bXh4+NSpUyGEEydOtFoth13YYj/72c/K5XII4eTJk6FLh120C8A2d+LEiXK53Gg0pqenHXZhi2VZNj09HUL43e9+V6/Xu3LYJbhmBLDtzczMHD16NITw8ssv/+tf/3LYhS1WqVRWVlYmJyer1Wrnh120C8D2l+f5yMhIo9Eol8vT09MOu7DFarXaxMTE2p/XDr50+ICuGQFsc1mWnTt3LoTQaDQcdmHrjY+Pr/0o52984xudh0uwdwEYEAsLCx999NFPf/pTo2DrtVqtP//5z/v37//mN7+pXQCAweKaEQCgXQAAtAsAgHYBALQLAIB2AQDQLgCAdgEA0C4AANoFANAuAADaBQBAuwAA2gUAQLsAAGgXAEC7AABoFwAA7QIAaBcAAO0CAKBdAADtAgCgXQAAtAsAoF0AALQLAIB2AQBSkt1+U4yxKw9dFIX5AgDdZe8CAKQk2o4AAAmxd ... src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAukAAAQACAIAAADTPVAsAAAACXBIWXMAABYlAAAWJQFJUiTwAAAZnUlEQVR42u3dT2jb5/3A8ef58fVJORQ2B4XVxWGwLR2xupXQEru0pRnt2kCgGQE7YzBKYdA/achhkA5Gcsgu82BrTxuDXWKBSQYG12BISDMmb5DSOg6sI4dVpS1Vq /65 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 9 61 /Hx8eNgv5n7wIw6NYOu9x3331GgXYBIAFLS0tjY2OlUsko0C4AJGB+fv7w4cPmQCqcdwEY+H8JHHZBuwCQimazuXPnztXVVdeMSIVrRgADoV6vf+c73/n2t7/dbDbX337lyhWHXdAu0BuVSiW2r1KpGB3bW57nx44d2 717 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 513 RkdHTYN+Zu8CQAghvP322yEE4YJ2ASANly9fnpycNAe0CwBpmJubO3jwoDnQ/5x3AeA/h11WVlb27t1rGvQ5excA/nPYZc+ePUaBdgEgAZcvXz5w4ECWZUaBdgEgAXNzc4cOHTIHkuC8CwAhxuiwC6mwdwEYdPV6PTjsgnYBIBVLS0sOu6BdAEjG/Py8wy4kxHkXgIH/l8BhF5Ji7wIwKPI8z/P8lhsddkG7ANCPFhYWvva1r+3atevatWvrb19aWhobG3PYBe0CQL9otVqVSuWpp5 763 ve+98knn/z4xz9e/9H5+fnDhw+bEtoFgH7RbDYfeeSR1dXVP/3pTyGElZWVWq1286PVavWxxx4zJRLirC7AAJmamqpWq+Vy+b333suyrF6v7 969 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 669 3/r0009/+9vfGg7r5Xk+MjLSaDQmJydnZmbWsmZiYsILH0iXa0ZJGh0dffHFF0MIzzzzTJ7nIYTz588/8MADJsMtsiw7d+5cCKFardbr9RDCW2+95bALoF3ogTNnzoQQGo3G7Ozs2mGX/fv3Gwu3Gx8fHxsbCyE8++yzIYS5uTmHXVjz8ccfO+lCD/ 3 61 79u96SLdklbqVR65ZVXQghHjx79+9//HkJwfIH/z9zcXAjhwoULf/nLXy5cuCBzWfPGG2+Uy+Viw8bHxw2NLlpcXDx79uzGn4E3f1uf8y4Ju3mU4dFHHy2Xy2unGeB/mpqaqlar3/rWt65fv+5Vz5pjx46FEJyTo1f/hA0NDd3Z9w3YuyQsy7K17329dOnSD3/4QwPhS6xdZLx+/frDDz9sGqx5/fXX/VAoeuXtt98OIdx99 913 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 969 +4svvnDNCID/bXh4+NSpUyGEEydOtFoth13YYj/72c/K5XII4eTJk6FLh120C8A2d+LEiXK53Gg0pqenHXZhi2VZNj09HUL43e9+V6/Xu3LYJbhmBLDtzczMHD16NITw8ssv/+tf/3LYhS1WqVRWVlYmJyer1Wrnh120C8D2l+f5yMhIo9Eol8vT09MOu7DFarXaxMTE2p/XDr50+ICuGQFsc1mWnTt3LoTQaDQcdmHrjY+Pr/0o52984xudh0uwdwEYEAsLCx999NFPf/pTo2DrtVqtP//5z/v37//mN7+pXQCAweKaEQCgXQAAtAsAgHYBALQLAIB2AQDQLgCAdgEA0C4AANoFANAuAADaBQBAuwAA2gUAQLsAAGgXAEC7AABoFwAA7QIAaBcAAO0CAKBdAADtAgCgXQAAtAsAoF0AALQLAIB2AQBSkt1+U4yxKw9dFIX5AgDdZe8CAKQk2o4AAAmxd...