c)
d)
4. Егер конденсатор сиымдылығын 4 есе арттырса, тербелмелі контурдың электр тербелісінің периоды қалай өзгереді?
a) 2 есе кемиді
b) 4 есе кемиді
c) 2 есе артады
d) 4 есе артады
5. Айнымалы электр тогының жиілігін 2 есе арттарса, конденсатордың сиымдылықты кедергісі қалай өзгереді
a) 2 есе кемиді
b) 4 есе кемиді
c) 2 есе артады
d) 4 есе артады
6. Толқын ұзыгдығы 2 см болатын электромағниттік толқынның тербеліс жиілігі қандай?
a) 1,5*1010 Гц
b) 1,5*108 Гц
c) 6*106 Гц
d) 6*108 Гц
7. Электромагниттік толқындардағы электр өрісінің кернеулігі векторы мен магнит индукциясы векторлары бір біріне қалай орналасқан?
a) параллель
b) перпендикуляр
c) параллель, перпендикуляр
d) Дұрыс жауабы жоқ
8. Толқын ұзындығы 300 м радиотолқынның периоды қандай?
a) 3*1010 с
b) 3*108 с
c) 1*10-6 с
d) 1*106 с
9. Электромагниттік толқын жылдамдығы неге тең?
a) 3*108 м/с
b) 300*108 м/с
c) 0,3*106 м/с
d) 30*108 м/с
10. Жиілігі 1,5 МГц болатын электромагниттік толқынның ұзындығы қандай?
a) 4,5 м
b) 2*1014 м
c) 200 м
d) 0,5*108 м
11. Тербелмелі контурдағы конденсатордың сыйымдылығы 0,8 нФ, ал катушка индуктивтілігі 5 мГн болса, резонанс кезіндегі тербелістің жиілігі қандай?
a) 8*104 Гц
b) 4*108 Гц
c) 4*1012 Гц
d) 8*108 Гц
12. Радиолокатордан жіберілген сигналдар ұшақтан шағылғаннан кейін 10-3 с-тан кейін жауабы қабылданады. Ұшақ радиотолқындардан қандай қашықтықта болады?
a) 1,5*105 м
b) 3*105 м
c) 3*1011 Г м
d) 1,5*1011 м
13. Телевизиялы радиосигналдар қандай толқындар диапозонында жіберіледі?
a) ұзын
b) қысқа
c) ультрақысқа
d) дұрыс жауабы жоқ
14. А.С. Попов радионы қашан ашты
a) 1888 ж.
b) 1895 ж.
c) 1985 ж.
d) 1898 ж.
15. Толқын жиілігі 2 есе артса, толқын интенсивтігі қалай өзгереді?
a) 2 есе кемиді
b) 4 есе артады
c) 8 есе артады
d) 16 есе артады
1. Тербелмелі контурдағы конденсаторға жинақталған электр зарядының өзгеруі 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YM2tEoX7489wpckkKtbt6o9R8TE6P9fIkSJZSaJxoJAICJiY+PP3nyJHeZ77//XuowfvjhB2r4Zra6gtqJEyeSkpLs7OykDkZOjx8/btKkSWRkpPrP7Nmzb968+eeff1Y0KABgNWnSpBs3bmR40tbWdsuWLUo1xVCrm7dz585lNsBDqQEAVkgAAEzOhQsXuMdpWclSp+TIkaNMmTL37t3jKEPnibCwsPr160sdjGyo3dC8eXPNTB358+fft2+fyS0hB2CxqJ3t7++v/fyvv/763XffyR+PGmp1M5aSkjJo0CDtyabUlBoAYIUEAMDk6BxFlIE8FxWqVKnCfaqwUp1uzelUUa9evbi4OM2f0dHRNWrUkGJH3BfhAECA2NjYHj16aDfFGjZsOHr0aEVCUkOtbsYo4bx9+3Zm/4sEAABY8c4UYaXqzCpDJJUrV966dSt3mVOnTskQiWzSt/4BwLT079//xYsXGZ50dHRcv369IvFooFY3V0+ePPHz8+MogAQAAJgkJydfvnyZt1ixYsVkCKZ06dK8ZS5duvTly5ds2bLJEA8AQGbWrl27a9cu7edXrVpVuHBh+ePRQK1uxoYOHRofH5/Z/9rY2Ci4QpFJJgCvX7++e/fuPZX79+9HR0fHxcV9UqEPOmvWrHZ2djly5Min4uzs/M1/FSlSRP0gd+7cSr8JACHu3LmTlJTEXYbq5UKFCskQTKlSpXjL0LmNYq5cubIM8YCxSUhIuHnz5rVr1x48ePBMhWpvepIq6sTERKqr7dOhStvFxaVgwYL06y2o4urqWrJkSXpS2Xfx/v17ap/99ddfT1SePn1Kz9BbSFCxtbXNoUKnFTrFFFOpWLFitWrVFI9cW3h4+JUrV/7++286dUZFRdHX8fnzZ/V8ONnTcXR01Jwuybffflu2bFmTXuDi4cOHOufp6tOnT9u2beWPJz3U6uZq9+7d3Isr05FFFYhs8WRgMgkA1banTp06rBIREcFRMlmFkgGOJbWdnJzKpENVG2W9GNUOxo9aIbxl6IQtz2z0LKcKQq0NnCosR1paWlhY2IEDBw4ePEhfPcfU5uq6+uPHj9wbpLY1nSapiqaKukKFCuXLl3dzc5P6rJmSknLy5Mldu3bReScyMjKzAXwkUeXdu3dWqpZc+v+iTKBevXrt2rVr0qSJgucX+gqOHDmydetWOntGR0dnVkx9EY1jO1SxlCtXjj78SpUq0RFNSQ59NRLEKz76BLy9vSnVyfA8/agWLVqkSEjpoVY3S/R7GzlyJHcZBfv/WJlEAkD17/Lly/fu3UunCrG2+fbt2zAVzTM2NjZUF3z//fdVqlSpVq3ajz/+aCpVG1gUqnZ5y7i6usoQCcmZM2f+/Pk5mhRqLKc3MAOPHj1auXJlYGAg709CL/Hx8X+paJ7JmjUrtUQl+l1FREQsWLBgx44dsbGxBm7qyZMnG1Ry5cpFacCYMWOo6SxKkIyoQR8QEEBt3KioKMO39kLl+PHj6j+zZMlSsmRJ7utxRmLatGlXrlzJ8CT9ijZv3mwMJ3rU6uaEjpEjKseOHaOmJnfh3bt303HEvvFChQppD2IRzHgTAKr0V69eTU3/+/fvy7C71NRUdZ+ibdu2WamOgY8fP5rEop579uzh/ZGZN6rBu3TponQUMmGpdqn6liEStYIFC+JUAeHh4RMnTty/fz/HlXIRpaSk0B5F3+zNmzdnzJixb98+0d9FXFycOhNo1KiRn5+fh4eHuNvXae3atfSlvHnzRqLtp6WlPXjwQKKNi+js2bNz587Vfn769Ok//vij/PFoQ61u6hISEk6fPq1u92e4DSgucX+xxpgAULWyZs0aStlfvXqlVAylS5c2idY/oTPWrVu3lI5CSS4uLpaTAHDMJqbh7OwsQyRqdKrgvXwlaYUoM8zOmQG1L8ePH09NW5P+ZD59+jR58uRly5ZxdFgSxdGjR48dO9anTx9qkjo6Okq0F/pSevToQW0RibZvQj58+NC9e3ftH2edOnUmTJigSEjaUKvrKykp6e7du+Hh4ZSCPn369Pnz52/fvo2NjaWvm/7ry5cvKSkpWbJkyZYtm52dnb29Pf2rHtxCj9UP1ON21A80Q180/6t+ia2tbfp/s6rQNtUPbGxsqI0aFBR08uTJsLAw3lEcojDzBODAgQPjxo2jr1bZMBRcEAQgM8nJyS9fvuQtJuepgmVcWlRUFFXHVGPKEA/IKTQ0lNqy4nb4kd+FCxc6deokSicZFl+/fl29evXevXu3bdvWoEED0bdPLbMmTZqI2E/ApA0aNIgaiBmezJMnz8aNG43kGh9qdUZ04Jw/f37//v2nT5++evUq7Z27fKpKYmIiZQXyRCgDs00APn36NGzYsA0bNvCWdHJyonqzVq1aHh4eLi4u9KeDgwOlX/RNJyQkxMXFqbsq0g80MjKSckSqELnHNmlDAgBG6NmzZyydE2S+VsRbJi0t7fnz58WLF5c+HJAJfacjR45cunQpY/kKFSo0bNiwWrVqpUuXdnV1zZUrV/bs2ala/qDy9u3b27dv31KhGls9KY08AgICRowYwbsIq5WqXyi9hfr167u5udG7oEYknXeyZMlC7+Ljx48PHjy4e/fuuXPnjhw58v79e96tUdbUuHHjOXPmjB07VoS38V/06VGE6hHJHAoXLtyiRYvq1atXrVqVqou8efPa2dnRF0FvhP6l8+bNmzfpu7h8+XJMTIyI4cmMWvnqPr0ZLF++vGjRovLHoxNqdV6PHz+mr4wahxwzu1gI80wAKKXr2bOndqaeQe3atQcOHNihQwftKSDUN27y5ctHj8uUKZPhf+kHRLkj1c5nz55luXWFBACMEO8BokZNE6kj0VAfcbyePHmCBMBsJCYmenl5hYSE8JbMkSNHv379+vfvT41m7f/No6J+rFlYNDk5mSrq/fv379y5k1oY4kWtw9SpU2fNmsVbrFy5cr6+vl26dNE5k496vulixYpRejB06NDU1FQK/o8//qAzDvdmqSRt9tWrV/PmzRP4Bv4/2lTz5s25W/90cpw2bVrHjh21r906qdCD77//ngpYqa65Xrx4cd26dVu2bNGeQsfI0Umfvg7t57t169a5c2f548kManUOVAPQQWrqPQzF4urqKu5QEKNIAH7//feJEydyf8H0O1u4cGHr1q2F7aK4SteuXZOSknLlysXb0RMJABghxlOFnMtcsJ8qpI4E5BEfH9+4ceMLFy7wlqT6lup2fScvt7W19VTx9/c/cuTI4sWLDxw4IDRYLnPmzOFt/dvb2/v5+Y0ePZq9u4iNjU1rlb179w4ZMoS3Z9H8+fNp45QwMG6fQ48ePbhTJh8fn6VLl7LPe0OB1VCZOXPm+PHjFV8ulx01J+jnp33nn5oBf/75pyIhZQa1emYCAgLGjRtncpknux07dnTo0EHBABROAKghTlXkypUruYsNHz587ty5VBcbvsc7d+7wtv4LqBi+LwBxPXv2jKWYg4OD1JFo5M2bl6UYY+Rg5Kjy7NSpE2/rn5qYy5cv7969u4G7a6xCu6tdu7aBm8pg3bp1kyZN4i5TsGDBgwcPCp7svE2bNvXq1Wvfvv3Jkye5S1KqU6RIEZ3LVLFbtWrVsWPHOAoMHDhw2bJlwjbu4uISGBhYrFgxygSEbUFmlLaln+ZbjXKzTZs2yVk9skCtri0hIYGyWZ3LNpsTxS80K5kAUGJH5xKqYTnKZM+endIDSuXF2inL3FWKfysAOjH2x5XzWhHjqcLCZ6o1G4MHD+a9Hp8zZ879+/fXrVtXrJ3WrFmzQoUKLDOlMAoPDx8yZAh3mUKFCp07d65EiRKG7IiOjsOHD9P5a+fOndwlx40b5+7uTu9U2I7i4+OnTZvGUYC+DvYBG5kZOnTo3LlzRVyQRyIXL17UeW9n4sSJgj9h6aBWzyA2NpbS/mvXrkmxceNBjdvSpUsrG4NiCQBVIm3atDlx4gRHGfrFU+1ZrVo1EffLsuIGEgAwTowrE1ELTOpINBh7phq+phIobuvWratWreIuY2Njs2fPHhFb/2oNGzYUKwFISEjo2LEj9zhje3t7ehcGtv7VsmbNunHjxtevX585c4ajWEpKSqdOneg9CuvqvWbNGo5Zs62trefPn6/XekM6OTs7t23bdvv27QZuR1JxcXHdunXTvs9fvXr1qVOnKhISN9Tq6b1///6nn366ceOG6Fs2NhUqVFB8HiplEoC0tLQuXbrwtv6PHDki+oIpuAMApouxwhWlsxyj7NmzsxRDAmDqoqKieK+aW6k61lNjXfS9e3p6Ll68WJRNUYS8i0v6+fm5u7uLsjsr1aiGoKCg8uXLc1/rpU948uTJS5YsEbAL7sSsUaNGVatWFbBZbf379zfyBIB+pY8ePcrwpIODw6ZNmyg7VSQkbqjVNSgNbt++vSW0/onMi4LrpEwC0K9fv+DgYI4C2bJlCw0NlWK5RPO7A3D27FmpF68xcoZf2TIVjBWuzrlKJIIEwEIMGDCAd3bLunXrijuppUb9+vWp9WZ4RffPP//wDrelE/PIkSMN3FEGzs7Of/75p5eXF3ex5cuX9+nT5/vvv9dr4/fu3eNeF7l58+Z6bZBDgwYNSpcuHRkZKdYGxbVjx46NGzdqP0/ZY8mSJeWPhwVqdY0RI0bwDpgxck5OTh07dqRPhjdPNoZ2pgIJwMKFCwMDA7nLLF26VPRRX1aqzna888hmzZq1fPnyou9aOrly5VI6BJCJ6V4r4p2YHIzZqVOn9u/fz12Gak7BY0x55c6du2rVqleuXDFwO7/88gvvgp0zZsyQ4lIxNQsWLVrEPX46LS2NIjx8+LBeWz5+/Dh3AXF7ZPXr18/X11fEDYrl2bNnAwcO1H6ePvmePXvKHw8j1Opqu3fvpgRYZzDUGqTfcNmyZSn5LFCgALV5cubMqbnwV7lyZc2F3Vu3blWoUEG9BFiKCj34okKPk5OT1Y+TVBJV4uPjP3/+THULb/9GqoWyZctG35d6ykoKwMHBIU+ePNTor1ixYpUqVaiOqlmzJtWEP/30E+/7tcQEgD5lquC4y/RTkWLv9OPgLUM/Mu1FBgCMAeN6dkZ4qtB3JT4wKryVNunevbukl048PT0NTAAePnxIjQzuMlT/t2nTxpC9cPDz8+PtH3X06NGbN2/qdRPg0qVL3AX0nYmVm4+Pz+TJk41tKPDXr1/pF6h9k6pIkSIrVqxQIiJWqNWtVOvi9e/fP/0z1tbWjRo1GjBgQMuWLanZndkLL1++rGn9U/tb3a+GmuYcL9GJ9yAiCxYs6NWrl5WqqxLlABwNRZaeJhbXBYgOTi8vL+41F4sXLz5//nyJAjC//j9gURhPuvrWfYZgzJZZVloF4xQSEsLb8qYzLkuSYAhqOv/222+GbMHf3593OaHevXtLNzKvQYMGFStW5O6uY6VaGGfLli3sm42IiOAuoF7eSyzOzs7t2rXTucKugubOnas9zJp+lhs2bGCc00YpqNXJmDFj0t9PqF+/PrW2WWbgXb16teaxunUuQFxcHO/v2dHRsUuXLurH2ovopff69WvKZ7i3VrBgQTmXds6MrAnAkCFDHj9+zF1m1apV0o12xwhgMGmMFa6cgyIYO0sY2/VCYMcyfWSjRo20118XV+3ataldIviH9OnTJ951rKjprznHS6RPnz6jRo3iLhMUFLRkyRL2VjvvSlL0oXE3WfS1RUXEDRro2rVr06dP135+7NixmhWmjRZq9fPnz2/atEn92M7ObvHixYx9QD5//qzpak8v9Pb2FhbA5s2beZcb69u3L+NNGBNqZ8qXAJw4cWLr1q3cZej7k2IGCQ3cAQCTxniqkHOyC8Z94Q6AiXrw4AH38lJq3bp1kzoSOvvWqFHj9OnTwl6+Z88e7qk/rVRdCIoUKSJs+4w6d+48evTor1+/cpRJSUnZuXOnzu7sOvH2xHj58mWpUqVYQzQ18fHx1HLQrmHo2+Rd6dkYoFbXDCmhpPfQoUM//PAD4wupSan58bdu3ZpxAWNtvL3/ra2tM/RQ4mAq/X+sZEsA6IfCO4Wcra2tpIdrWlranTt3eIshAQCjxXjFxQivFSEBMFF0auRurVqpegy3bdtWhmA8PT0FJwAsXVZo+8I2zs7FxaVKlSrXr1/nLkYtG/YEgDexuXbtmhknAMOHD9eelShHjhxbtmwR976HRCy8Vg8JCVGv2axe90mv+WpXrlypedy7d29hAVxX4S7z008/sc8ihTsAGfn7+/NOvUz1XfHixaWL4cGDB7wVpaOj4zfffCNdDACGwM1ikBnvqFlSp04dam/JEAw10LnXu83Mx48fWe5jyNNdpGnTprwNjnPnzkVHR+fPn59lg3Z2dtynNvoSO3XqpEeIpiM4OHjt2rXaz8+fP1/qPmlisfBafc6cOeoH69ev16v1f+vWratXr6ofu7q6Nm7cWFgA6bOIzLBn41ZIADL48OHD3LlzucvY2tqOHz9e0jBYvhUjuS8DoBPvtVj5MY6YNMLIgde9e/cePnzIW4xlzjtRVKtWbd68eQJ+S2fOnGFpZlWpUkVQXPqpXr06bxl6jxRz+/btWTaYM2dO7gSAWskRERGm0iBmFxUVpbOzeOvWrdk7bCjOCOtG2Wr1yMhI2ggd15R76zv7VkBAgOZxz549hY3d//z5M2/X9MKFC9MvinGDqampd+/e5S5jPHPNy5EALF68+OPHj9xlvLy8ChYsKGkYJpSWAeiULVs2losuaWlpsl0uYlybSc4pLEAsISEhLMXq1asndSRqdOIcPXq0gBeeOnWKt4yzs7PU5yA1xjWGT58+zZgAUAOFe41hSn58fHxOnDgh51SSMqBmn/ZU9PQlrlmzRpF4hLHkWr106dLq/j/6iouL27x5s/oxNf0Fz/+zbds23iE0ffr0YR+AQZk270ojlIobyQlR8gSAEqxFixbxFuOdGMFwGAEMps6STxUgP5ZVOenUaPw3TllGDri5uckQiZVqGADhXZKSfbRDqVKleC9vXbx40cvLKzg42GzWTZ83b572CmjUFly3bp24055KDbW6AFu2bKEcQP3Y09OzRIkSwrbD2/+HPvO+ffuyb9C02pmSJwDLly/nXS6uWrVq+i5+LgDuAICpY6xweSc7F5HxnypAMN6u6laqlbOM/LpySkoKS+Uv6Qi0DEqXLs2bANy9e/fLly8sB06VKlWoZc9bLCQkpG3bttQ+FjxZivG4efPm5MmTtZ8fPny44L7gSkGtLkD6NYP1aqCnR9UC7wonzZo1c3V11WubvGWMp50peQKQvp9WZrp27Sp1GJ8/f+ZdgoBSvYoVK0odCYBgjBUuY/UtCsZ9YXVtk/PixYs3b97wFqtQoYIMwRgiMjKSZQBAsWLFZAhG7dtvvz137hx3GcpbIiIiWD5e9rHLlANUrlx548aNsvXakkJiYqK3t7f2VfNKlSoZuFScIlCr6yssLOzWrVvqx05OToKnIGMZ/jtgwAC9tmlaY02lTQDOnDnz6NEj7jI2NjZeXl6ShmGlui/DO2ClVKlSjCtgAyiC8VRBTQepI9FgnMICdwBMzo0bN1iKyXnhXBiW2Z+JnPO/MX5ot2/fZkkAatSoUahQoZcvX7Js8/nz5w0aNGjVqpWfn5/xXInUy+jRo+/du5fhSXt7+y1btpjihQbU6vpKf/m/e/fuwr70hIQEzSiCzBQpUqR58+Z6bRZdgP4nMDCQt4ynpyfjZGeGMK37MgA6MU62mJSU5ODgIHUwarxT66ohtTY5vBM3q8l54VwY7caiTjKchjSovc5SjDFyGxub3r17z549mz2AkJCQ0NDQli1b9u/fv1mzZiY0MIDC1tmtYO7cucZ/M0on1Op6iYmJ2blzp+ZPxjWDtW3fvv3Dhw/cZfr06aPXofHp06cnT55wl8mbN69efYokJWEC8Pnz56CgIN5iVPtIF4OGaaVlADpR3cFSLDExUeJA/ofxVGEG3Y4tzfPnz1mKGc/JLDOMb8TZ2VnqSDQKFy7MUozxoj4ZOXLkkiVLeGfbS+/r168hKhRMjx49unTpYjw9EzLz+vVrapNpP9+kSZPhw4fLH48oUKvrZdWqVZppdmrXri147D7v6r+UV+v8sXFgaWcaVT9zCROAQ4cOUQ7AW6xp06bSxaCBOwBgBhgrXCM8VTCe5MB4MLabHR0dpY7EQK9evWIpJmdrhvFuA2PkVqqe0FOmTBk3bpyAYKKiouaqUFuqc+fOXl5eRrtiQK9evaKjozM8SR/munXrlAhHHKjV2aWlpaW//yN4tYfbt2/zTj9KTdMiRYrotVmTa2dKmwDwlnF1dS1Xrpx0MWjgDgCYAcYKl3ceYhEZ7akCDGQ2CQDvfDtquXLlkjoSDca+HIyRq40aNSo4OPjChQtCg/p33qFpKt9//z1lAt7e3vo2gCS1ePFinY2KNWvWuLi4yB+PWFCrs6Nf+LNnz9SPqebp2LGjsO2wDP8V0LkICcD/sCQAdevWlS4ADTqTvX//nrsM1ciCp5IFkAfjtaL4+HipI9HQTMbMDV2ATI72pVadjP+bZZnLyEreBCB37twsxRgjV8uSJcvOnTvd3d2joqKExvUfN1UmTpzo6enp4+PTrl07xWd6DQ8PHz9+vPbzAwcObNmypfzxiAi1OrslS5ZoHvfs2dPOzk7ARiiV2rRpE3eZQoUKtWjRQt8tm9yFZqkSADpcX7x4wVusWrVqEgWQnsl1zALQibHC1asrsIFiY2NZihl/MxEyYLwKyDiEUUEsPVFJzpw5pY5Eg/EOgL5tPmq1HD16tGHDhux9hzikpaUdU6GDt1+/fkOGDFFqvEdycnLXrl21+8CUK1du/vz5ioQkItTqjG7dunXmzBnNn/pO0KlBeTLvG+zVqxf76r8avE1Na2tro2pqSpUAaC/Rp5M8CYDJ3ZcB0Ilx8hDetc1FxHtvTY1x1CMYD8Y+x8Y/wStj34msWSVfFUfffQno9eHm5nb+/PlOnTpdu3ZN/7h0o9bS77//7u/v3759+1mzZn377bdibZmRr6+vdtPK1tZ28+bNit+aMBxqdUYLFizQPPb09BQ8UoW3/w810/Ud/kuePHnCm6QVL15czjuNvKSq8q5evcpbhs4cMiwAbIUEAMwF4xU4IzxVGP9cMZCB2SQAjG9EwAU/wRg/NGHdvkuUKHHhwoVffvll4cKFAl6emdTU1B07dgQHBw8ePHjq1KmyXf09fPhw+o4fGn5+flWqVJEnBkmhVmfx+vXrbdu2af6kH6Gw7dy/f593Db4GDRoI6BBucv1/rKRLAFjWkKePWJ6Thyl+MQDaihYtylLMCG8WIwEwOUZ44VwY7SVjdTKbBEC9/fnz5//888/jx4+/ePGisI3o9OXLl0WLFm3evHnLli0//fSTiFvWKSYmxsfHR3sRT2qijR07Vuq9ywO1OoulS5dqDuRvvvmmTZs2wrajcxGJDPr27Stgy6a1BrCaJHV3QkICyyIy8sw1RhUWSzBIAMD4MVa4b9++lToSDcaJShhPcmA8qEGclpbGWyw1NVXOprMAWbJkYXkj1Mq0traWIR4r1YfGUszA9bnq1q174cKF0NDQGTNmiNgjyErVLm/WrNns2bN9fX1F3Ky23r17a9cw+fLl27Bhg2xfltRQq/OiJmX6hvuAAQOE1TmJiYn0y+EuQ7+utm3bCti4KV5oliQBuHXrFkuFW7ZsWSn2nsG9e/d417UuVqyYbGvsAQhWoEABOzs73uuCdHqWJx4rtqnK7e3t5VxlCURBvzTemtNKdX3dyJd5pjeSkpLCW4wa5bLdzWCJx0oVueH7aqly+fLlFStWbN++XazJZOjjGj9+/J07dwIDAyVqiy9fvpyyF+3nV65c+c0330ixR0WgVue1du1aTf5ja2srePr/HTt28N7c6NKli7DjzhS7mktS30VGRrIUK1mypBR7z8AUvxWAzJQqVYpOutxl5DxVsFwrophliATERWdBltkATSIBYJkIiBrlsiUALJmVlaqNJdYePVQWLly4a9eurVu3njhxgvEuBLcNGzbQx0upheGbyuDevXs6O/n06tWrffv2ou9OWajVOaSlpfn7+2v+7NSpE6VMwjbFu/qvleqmk4AtUzUYERHBXYbqSfkH0HOTpL7TrNTATZ7FO5AAgDmpWLGiyZ0qjGriM2DE2Pr8+PFjnjx5pA7GEIxvhBrlsk0pw9i5X/R4HBwcfFTevHlDmUBQUNCZM2cMzASoUVW5cmXBgzIz4+3trXMi2kAVcfdlIMaeWhzdIlCrc9i2bdvjx481fw4bNkzYdu7evXv+/HnuMpUqVapataqAjdPXx3sclS9f3sBOfaJTMgEQnMbpxRQ7ZumFElbGWy7mysnJac+ePUpHIROqoXbs2MFdxvCVgBhRlceyLyQApihfvnwsa7nExsYa+Qjv3Llzs/xK4+LiZOsIyjigk3G9MAHo5DtIhZqVwcHBlAycPHmS8b6EtrFjxzZp0kTcS8I3b94UcWtGDrU6hzlz5mgeV69e3d3dXdh21qxZw1umV69ewjZuoheaJUkAnj59ylIMdwBEcePGjVu3bikdhZJMeh14fbFMI8CYgRvuyZMnLL2ZK1SoIEMwIC46rMLDw3mLvXv3ToZgDEFv5N69e7zFGFc/FQXjlI4FCxaUOhJnZ+d+Ku/fv9+zZ8/atWt5J0nUlpiYOHTo0IMHD0oRoSVArZ6ZvXv33r59W/PnqFGjhG2Hshre1X+zZs3atWtXYdtnudBsbFMAWUmUADCmqjLcOI6NjeUNJnv27KVLl5Y6EgBRsFx3oebFhw8fZDi+Hj58yFIMdwBMEWPrk+UugbIYLxDIOc86HZ4sxeS8tJE3b15176D79++vXLkyICCAcSlotcOHD589e7ZOnTrSRWjGUKtnZubMmZrHrq6u7dq1E7adQ4cOvXnzhrtMixYt8ufPL2z7JnqhWZIEgLEmFWWKA24s34oRdswCyEzJkiWdnJx4p4R7+vSpDNcbHj16xFvG0dHR2EY+AQvGBODJkydSR2IgxjdihNMsKnJvs2zZsv7+/qNHj54yZcqGDRtYJvRTW7RoERIAYVCr67R3794bN25o/hw+fLjgGYc3btzIW4ayX2Ebt0ICkB7jlQMZEgCzHwAAFqh27dpUM3KXiYyMlOFUkf7mbGZq1aoldRggBcZZ2ow/AShWrBhLsejoaKkj0Xj58iVLseLFi0scSKa++eabtWvX9uvXr2PHjoy39ENCQmJjY2VbIdjMoFbXNm3aNM3j3LlzC5798+PHj/v27eMukz9//hYtWgjbfkxMDG9KX7BgQSOcC9vMEwATTcsAONSpU4f3VEGVuOC7pexYBurhoqCJcnNzYynG0lxQFuMbkTMBYGxSM0YunRo1aly/fp1ygLNnz/IW/vLly8mTJ2WodswSavUMtm3blr79Rrmo4DH6QUFBiYmJ3GW6du0qeBZgU1wDWE2SBIBxqZHk5GSpcwAkAGB+6taty1tGnmYZy+hzJAAmirH1yTJQWFmMb0S2QZZWzN2sy5cvL3UkvAoUKHDw4MHatWuztAspT0ACIAxq9fRSUlKmTJmi+dPW1nbkyJGCt7Z582beMhbY/8dKogSAcTaxuLg4qRMAlgPGOL8YgMxUrVo1d+7c3DMJytAse/DgAe9on1y5cv3www9SRwJScHFxcXR05J3kh36H9Esw5mEexYoVy5kzJ+9aYHL2ZaJPjLeMg4ODkax3myNHjr1797q7u/MOo2SZbQl0Qq2e3pIlS9InyV27dhV8LNCP9vTp09xlKleubEg70HS7mkuSAFC6xrLQCf3OnJycpAhAjX5AvJV+oUKFJI0BQHRZsmRp0aLF1q1bOcrQmZjOJdLNI07OnDnDW6Z58+ayra4KoqtZs2ZoaChvsZMnTxpzAkCo8Xrq1CnuMv/8848ssVh9/fqVZeWW6tWryxAMI1dX12XLlnXo0IG7GMv4UdAJtbpGTEyMn5+f5k/6ZHx9fQVvLSgoiHcge48ePQRv34otAaAcw5BdSESSb9He3p4lAXj37p2kg5xMNy3TS8+ePY1/Jj5JSVohGqf27dtznyqoygsLC2vSpIl0MVCzj7cM+gOYtDp16rAkACdOnOjXr58M8QhWr1493gTg7t271DS3traWOpj79+/zXpmyYusTIic6litUqMB9U13EmZTYZx+SjuFL/OoFtbra+PHj379/r/mT0s6yZcsK3hrvCms2NjZ6Tf+fkJBQpEiR2NhYW1tbano5OTnx3vjKli2b4uN5dJIkAciZMyfLPMcRERHCVl1mZLods/RiSN84MFHNmjXLnj0792j7CxcuKHuqsLOza968uXQBgNQYe/oeOHCAfor0g5Q6HsEoAeAtQ28hMjKyTJkyUgdz9epVlmIsMcusc+fO6Xtma2Mc/gc6oVa3Ut2CCAwM1PxJCfmkSZMEby06Opp3YbuffvqpQIEC7Nuk8Kj1b6VKhKj1//z5c941BMuVK0c5APsuZCNJAkCfJsssB/fv35di7xoWkgCABaLzBJ0tdu/ezVHm6NGjM2bMkCiAmzdv8h7jjRs3zpUrl0QBgAzc3d1Zpif/9OlTcHCwt7e3PFEJUKNGDZZhANQ0lyEBOH/+PG+Z3Llze3h4SB2Jvngnf2Qc/gc6oVanmsTHx+fr16+aZ9q2bWvI/DkhISG892f0qrhoawsWLFA/Vt/2ZBn3Is+qyQJIlQCwFLtz544Ue9ewkC5AYJn69u3Lfaq4fPlydHS04KUNue3cuZO3jOBpm8FI2NjY0Al49erVvCX//PNPY04A7OzsWrVqtW3bNu5iJ06ckOFdHDx4kLdMmzZtbG1tGTeo6akyatQof39/4ZHxKVeuHHcBY74LZBLMplaPiYnp3bs3NeXz5MmzadMmxgCGDRv2+PFjzZ/W1tbTp09nfK1OvNP/29vb//zzz+wb3L59u3p0Mh0LDRo0sGJLAIyz/4+VRAkA48Irx48fp3RKolV4ExISeKdaM9qOWQC8mjZtWqpUKY4fOR1coaGhvXr1kmLvvKeK4sWLo/+PGejYsSNLAhAWFnb06NFGjRrJEJIwXl5eLAmA1GHcvn376dOnvMUoWgEb37Bhw5w5c9gzB33lzZuXu4DgmdpBzWxq9c2bN6uHD7E3r1euXEk/4PTPdOrUqWLFiowv15aUlHTs2DHuMk2aNGH/0VI+M3v2bPVjTddrlp4shoxhkJQkCQDvdQK1d+/enT9/XqIJZame5b31Q3FiihIwXQMHDhw3bhxHga1bt0pxqqDDlnceQ4pNhvGUIDVPT89vvvmGZZqBCRMmNGzYUKILOoZr1qwZtV/TDy7U9vjx4+vXr0s6Mm3jxo28ZfLnz9+4cWMBG3/79m1wcLCw5EEUrq6uSu3abJhHrb5u3Tr1g9q1a7OUP3v27LBhw9I/Q22z9HMBCXDmzBneQSm8E1ult2XLFnW/FScnJ83EQSyzhxUtWpR9L3KSpPnLvnzJrl27JEoAMAAAzF7v3r1nzJjBMQLp+PHjjx49KlmypLj7XbhwIXeBXLly9enTR9ydgiJsbGyGDx/+yy+/8JakpvMff/zBUlIRtra2AwYM+O2337iLUetKugQgNTU1wzVOnQYNGiT4ytSqVaukSwB4F0sWvaqxQGZQq4eHh2tWE2NpDV67dq1Vq1YZBpD07dvXwMmFeS//01HWsmVLxq0lJydrRsCPHj3a3t5e/Zjl4ojRJsaSJADVqlWjNDH9SI7MrF69euLEiXoNwWZkujOzAjDKly/fqFGjOC6T0DG4YsUK3kaPXp48ebJnzx7uMlQ/YnkNs0Ht5lmzZvEuD0SmT59ev359qv9liEoAymQWLFhAJ3KOMuvXr6cDSnN2F9emTZtevXrFXcbOzm7IkCGCd3Hy5EkpWodqvAkAVv0znBnU6ulX3uWdpPvChQvU+s+wApqDg4PhY50pU+IuUKdOnTx58jBujRIk9fgE+hDS36zgPaKtVN8p415kJkkCkDdv3ooVK7I0wePj42fPnr1o0SLRY6CckrcM7gCAqRs7duzy5ctjYmIyK0D/S2VEHDRGGXtqaipHAdoX7VGs3YHi6BROTWdN51cOSUlJrVu3vnjxYokSJWQITF+FChXq3r37mjVrOMrQoRQYGDho0CDR905HDeVRvMV69+5tyNFKrcPVq1f/+uuvgrfAgfesalSLl5kuU6/V048l4HgXZO3atYMHD9bOySdPnmzgu/v06dPNmze5yzRr1oxxa8+ePdOkZL6+vunnQeKdA9RKNdSYcUcyk6oHfJMmTVgSABIQENCuXTsR5zy+c+cO/aR4J3+1QgIAps/BwWHSpEmjRo3KrABVTzNnzlyyZIkouwsLC+NeqoZQPJj908xMmDBh3bp1LDe7o6Oj69evf+DAAeOc+Y7O4jt27OC+m0GpDuUJov+G/f39eeelyJMnj+EXPumbordpY2Nj4Ha00dfK8b9OTk5IAERh0rV6eHh4+gWht23b1rp1a+1iDx48GDFihM4ZscqUKWP46kZXrlzhHQXKPmnBwIED1ZMIlyhRgsJO/1+JiYm8L//w4YNx3gSQKgHo2LHjvHnzWEp++fKFEoCLFy+WLl3awJ3eu3eP6m76wXHnsmrOzs4FCxY0cI8AihsyZMj69es5rnasXLnSx8fH8LvzCQkJAwYM4C7j4eExdOhQA3cExiZHjhx//PEH4xSZz549q1279oYNG1q1aiV1YPqiOn/y5MncAxWioqKmTJmime1bFBERESwTGk6bNo1OTAbu69WrVyEhIXpNbsji3bt33H0q2rRpI0XWYZlMt1bP0Kan9pi9vT29vGzZsvTzePny5fnz53fv3r1v377MGugBAQGGL5t16dIl7gK5c+dmvAS8atUqzZuiZm2GWbaobuTtHnn//n3jzI2lSgDc3d3p+2Zc6is2NrZhw4abNm0Stvg5ZWB79+6lL+nkyZMsAw/UcPkfzEPWrFmpsfXjjz9m1rmZcuyuXbtev36dqipDdkTnpPDwcI4C2bNnp0iMdh4YMETnzp3ptB0UFMRS+MOHD9Qc7N69+8KFC43t0tfIkSOpUXLjxg2OMosXL65fvz69BVH2+P79e9oU75VCOmmKlTzT2VD0BICSE+7eDoMHDxZ3j5bMdGt17aG361QYX963b1869BgLc+CdBoZyJ5YZjf7++2/N7Qg6itu2bZuhgKOjI28CsH//fstKAMiIESPYa4Tnz597enr6+vpOnDiR8U7TixcvTp06RXnkgQMHeJd41IYEAMxGxYoVZ8yYMWHChMwKREREUGtsx44dgi/R/f7777yVOJWRYSFVUMqaNWtu3rzJO1egxsaNG/fu3Tt8+PDRo0fzTiEvALWNzp4927BhQ71elS1bNjoQ6PSfYdxhel+/fqXj5fjx49QoNzBI2kvr1q15r4XlyZNn+/btYk1Lffjw4dWrV1NbSpStWanmiAwICOAoQN+CpNOnWiATrdV5L71zKFWqlFh33iIjI7kLsMxW/+bNGzp4ExISrFQDeZctW6ZdxsXF5cmTJ9zboRdSomWEXU4kTAB8fHxmz57N0m1ULS0tbe7cucuXL+/YsWPjxo0rVapUuHDhnDlzpqSk0Bfw4cOHqKgoyhPu3btHuR0lvun7mWXg4ODAm5MhAQBzQsnzxYsXqb2VWYHg4GA6W2zatEnAFfpff/118uTJ3GV69+5tyOwlYPyoXt21a1fdunWpNmZ8CTV/Z82a5e/v37Jly65duzZq1MiQxWKpXf7w4cNbt25du3YtLCzs8uXLdGrg7emrjdoZ1D728vLiuGMcFxdHjVo6avRNMNKjE1aLFi14h8NZW1tTPMWLFxe8owzoM+nfv/+RI0cWL15seLODPurmzZtzdKylvIV3EkkQwORq9QcPHnDk1dzoV7R582Zq8gl7eQbpVxTWiXf9r5iYGDr2NY37tWvXFipUSLuYu7s7VUTcm4qNjaVEYt++fbwH4+vXryl7Dw0NffXq1ZkzZ7gLG07CBMDe3p4a9PTr1OtVdGpZrSJ4v/369StWrBjvLxsJAJgTakNs2bKlQYMGHJXRtm3bqEVClSz7tMRUcw0cOJB3hUhqH6xYsUKPcME0VapU6dChQ40bN2aZFVSDmuk7VegcX7ly5erVq5crV45qaWryOjk5ZVextbVNSkpKTExMUPn8+TOdAqP+68WLF5GRkdS8oDKivJEOHTpQmzXDeL4MKAdo0qQJNcJmzJghoFNyYGDg6NGjWZKlJUuWtG/fXt/t8woKCqIva+TIkYLvwFCjf8GCBfT2ue+xT5o0yTjHfJs6k6vVIyIi9Cqf3pw5czw8PAS/PAPe4477TuadO3fatGmjGbVPR1BmHQJr1qz5559/8sZz9epVqjypwqHtlCpVys7O7rPK27dvaS8UzF9//XX+/Pn017VlWFtd2nVwu3btSj9fnQO9pVCkSJGVK1c2bdpUu59WBjY2NqiwwMxQKyo0NLR27doctfC5c+eoBTZmzJjBgwdzd86mumnNmjW//fbby5cvufdbq1YtQ25Dg2mpVq3agQMHWrVqxb2qrk4pKSnXVCSIS2/Dhg2Lj4/n6GJh9d/70nQWozSgZ8+eLJcnk5OTd+3aRQcOy2KUVqp2j3S95ymHmTVr1vz58+lcTPHXqFGDcSXXjx8/UgORcqTbt29zl6Rm4tSpU8UIFnQwrVqdcnW9ymv06NGD4hf2Wm1fvnzhnQmGmtdPnjwpVqxYhufp+F20aNH06dPVPX9Iy5Yt//jjj8y2Qw1O+o40hTlQW3+qCm9JNdqpaScAZMOGDVWqVKEMVdK9ZM2alX76VNPlypXr69evvLdOSpcuTRmYpCGBSaDjVnOVkerEqP+PcSO5c+cunDk55wB2dnY+f/5869atw8LCMitD7bYpU6ZQs6NFixb16tWrXr26i4uLo6NjlixZ3r179+bNm8uXL9MRRGcdlouXXl5e69atw9FkUahxcPXq1bZt2zLO9Wy0fvnlF/rxDxw4kHt1sKdPnw4dOpQaKJ4q5cuXL1OmDLW0HBwcqD396dMnOlIiIyPv3Llz9uzZI0eOsEwNbqW6Sb5ixQp9b5ILQHnOKpWCBQvSIU8pnJubW9GiRem958iRQ30xklr86ndx48YNytCOHTvGMr9hgwYNKE9gTCpAGBOq1emXpu9LCKU3K1euFPDCzGTLlo2agtyHIR221LymRiPVZnRc0McSHh5+6NAheuPp1/aiD3Pbtm0cv3CqB7p160YHl4jxq1HKRwemWH2idJI8AXBycjp8+DB9iNzrQRiCauTFixdrVpz+66+/YmNjuV+C/j+WIykpKbP2PT3D3puZA1U0ESo6/zdv3ryaZKBQoULpcwP6M8OcYoajI+748eNUJe3evZujGNXU6l4ZgndEdeKECRNY1jYC81OyZMmLFy8OGzYsMDCQfe41cVEDhberJy8fH59y5cp16NCBN+GnmuSgioF7VKP2d1BQ0I8//ijK1hhRy2a7iihb69ixI7WWDBnUAYxMpVYX8GNQ31EU/TxIKe6VK1e4yzx48KBz584cBX766ac9e/bwzrM0bty4TZs2sdwEYGRjY0NVq5+fn6StfysZEgAr1Tdx4sSJVq1a8Y6V1peHh8fMmTMbN26c/slTp07xvhAJgIV49OjRt99+q2wM71Xu3LmT2f/yLpauL3t7e2pbrFy50tfXV/CQLG5lypRZtWpVnTp1pNg4mAQ62a9evbpXr16DBw+W/1ZAkyZN5s+fTycXwzdVvXp1Ojyp3bNixQoBQ4r1lTVr1pEjR06fPt3ACRwVRO2S2bNnDx8+XOlALIhJ1OqlSpXSq3ytWrX2798vxcKRP//8M28CwG3gwIFLlixh6QRFbQyqi8RaPvyHH36gb7lKlSqibI2bHAmAlWpCK/oyevTocejQIVE2WLduXcq6WrRoof1fp0+f5n05EgALodS1SXbSRdi/f//mzZsPHTp03759Im6WWi0jRoyYOnUquv2AleoUfv369Y0bN/r7+/P2FzcctZ5btWpFjXVxr51TEv7nn3/6+PhMmTLlyJEjIm45PWpMtGvXjo4dcUegUYtBtmEVWbJk6dix4x9//FGkSBF59gjpGXmtXrNmTUoOGadlp8ONUm7D1/zSaciQIQsWLBDW8cTJySkgIECvcfkDBgy4c+eOgWszV6pUadKkSXR8ydanTqYEwErVj+3AgQNbtmyZPHky7wxNmaHflpeX1/Dhwzla8BcvXuTdDhIAsAR0kt6zZ8+NGzfmzJmze/duA69u0iE8VMXR0VGsCMEMULvWR+XgwYMrV648fPgwS/dxfXfh4eFBlb+3t7fha+Vmxt3d/dChQ7du3Zo3b15wcLCwDs06FShQoHPnziNHjhRxrk+NK1euPH/+nD7848ePnz17lnd8pzCUI9HnP2bMGKz1oSxjrtXt7e3pRz579mzuYrSv+fPn9+jRw/A9ZoZ+rrt27WratKlePXNsbW2pKT99+nQByxcuWrSIju5ffvklJSVF39f++OOP1PQXa+VBdvIlAGpUfVMlsn379sDAwFOnTvGO1Faj9LRZs2adOnVq2bIldyezFy9epB/AoVOePHmKFi2qR9AApqxKlSo7duygrHvnzp105rh06ZJe5ww6QzRv3rx169b0r5wDmsHkNFOhdvOBAwdCQkLCwsLYVw3Tli1btkqVKlG7v0GDBo0aNZJiKTGdKleuvHHjRmo3hIaGUhvizJkzvOcUnbJkyeLm5ubp6dmuXbu6detKelWPGoX9VOjxP//8c/ny5atXr968efP27dvCgtdwdXWtX78+Hf508sVNP+NhtLX6tGnT7ty5Q/mzzv/NmTNn7969J0+enD9/fhF3qlOdOnXoQOjfvz/H4GkNart369Zt8ODBhqybMWrUKDpMJk6cSPUGS3knJ6cOHTp07969Zs2agndqCLkTACvVtRxvlZiYmNOnT1+8ePHu3btUZ7158+bz589JSUlUy1D29s0335QuXfq7776rqcI4RoTlTiidVAx+E2AaSpUqJUOnXpNAFdw4lejoaDrowsPD//7774iIiPfv339U+fr1q4MKHX3UnqigQgcLnWkwywewy5EjRwcVK9UQlytXrlCD4KnKs2fPqNpXz/RPeUJKSgpV7FThU7OAGgQFChSgsy8ds2XKlClbtiz9/EQfGsgue/bsHVXo8ZMnT9TnqccqUVFRcXFx8Sp01FBJesv0LzWqqLmsXt+Asgh3d3epx/DpVELFy8tL/WdsbOz9+/cfqlDwr1+/plMtVQL0FpJUqIakz5lagfQW6FtwcXEpVKgQff7ly5endyHFLQtTYfznDiOs1bNmzUrNX0oA1q9fT8c+He90gNOPivbYuHFjqhZky+QJvdnz589TArB3714KJjIykg4HqnwoJPpM6GilRqaHh0e9evXE6nNPG6SUjOq6gwcPHj58mA46+mrevn1L7V6qDfLkyUNfGVVx1LKl/IS+CGXPrQokABpUXbZXEXGbV69e5S2D/j9gyegc30pF6UDA/NHJvpGK0oEYpJiK0lEIlC9fvuoqSgcCEjK2Wr2titJR/EcNFTn3WLRo0QEqcu5UACUTACkgAQAAAAAA4GBuCQBLFyAkAAAAAABgscwqAXj16lV0dDR3GWtra4wBAAAAAACLZVYJwF9//cVbpkSJEooMzAIAAAAAMAZmlQCwrEaJ/j8AAAAAYMnMKgFguQOABAAAAAAALBkSAAAAAAAAC2I+CUBqaurdu3d5iyEBAAAAAABLZj4JwP3795OTk7nL5MyZs1SpUvLEAwAAAABghMwnAWDp/1OhQgVlF14GAAAAAFCW+SQAmAIIAAAAAICX+SQAGAEMAAAAAMDLfBIA3AEAAAAAAOBlJgnAx48fnz59ylsMCQAAAAAAWDgzSQBY+v8UKVIkb9680scCAAAAAGC8zCQBQP8fAAAAAAAWZpIAYAQwAAAAAAALJAAAAAAAABbETBKA8PBw3jJIAAAAAAAAzCEBePz48adPn7jL2NnZlS1bVp54AAAAAA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. Заряд тербелісінің амплетудасы қандай?
a) 5*10-2 с Достарыңызбен бөлісу: |