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Mercury_7220990
|
Which factor will most likely cause a person to develop a fever?
|
{
"text": [
"a leg muscle relaxing after exercise",
"a bacterial population in the bloodstream",
"several viral particles on the skin",
"carbohydrates being digested in the stomach"
],
"label": [
"A",
"B",
"C",
"D"
]
}
|
B
|
Which factor will most likely cause a person to develop a fever?
|
[
"a leg muscle relaxing after exercise",
"a bacterial population in the bloodstream",
"several viral particles on the skin",
"carbohydrates being digested in the stomach"
] |
1
|
[
"reduced daylight hours during winter",
"a bacterial population in the bloodstream",
"type of device making the sound.",
"10,000,000 km"
] |
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6Z555Jqhq3bp1dXZCWtuZuGfSMd/PP//8oNjOnTtrtOorX/lKsAdcUVFR39NokybANaZSSUnJ0UcfXV+Thg4dGi58+umnZ0lASEf/R5sARzsg93c6pC7yiRPJMI68VfvbgVEF2MTzMcItQlMFagAOalOnTl24cOFf//rXTZs2zZ07N3Hh6dOnh88YTF8C3LJly/DleQ888EDi2mrkhFOnTg2/+6UvfSm8/zp69OgEVfXt27fGfTgiTIAvvvji+kqeeeaZ4ZJbt25NcLOxBx98MCg5b968dCfAjzzySPDuDTfckLiqgoKC7du3r1y5cv78+ddcc034rdzc3M8//zyoauzYsQnq6dWrV/gGYOedd15TjZ/GrPH33nuvztMp09fOxD2Tpvn+6KOPBiWfe+65cBb3zjvvBG/dcsst9dWwvwlw4nHYokWL7du3B4V/+MMfZklASEf/R5gARz4g92s6pC5NE7yRwzgdrdqvDowwwCaej1FtEZowUANAqv77v/879QvJGpMAn3XWWeGtft++fZNWeN1114Xv/hp+K/yz8d69e5NeOxS+2jDCBHjXrl0JDvj07Nkz/KGPPPJIgmqvvfbaoOTrr7+e7gR49uzZwbuzZ89ucG+Ej8uVl5cnfeLI+++/v2nTptWrV7/++uuXXHJJU42fxiTANZqdgXamfn/sCOd7x44dw0Pu29/+dvXrEyZMCF9aWefZmA1IgCsrKw8//PDEjV+2bFn43NEsCQjp6P8IE+DIB+R+TYfUpWmCN3IYp6NV+9WBEQbYxPMxqi1CEwZqOBh4DjBEY8eOHcHyYYcdlr4PGjZsWLBcWFhYWFiY9F9efvnlYPmkk07q3Llz8Gf4uqNly5bt2bMncVW/+c1v0vGlVq5cuXfv3vre3bZtW/jPt99+O0FV4cJJ93Iab8OGDcHy2LFjBw0a1PjVumLFil27diUuf8IJJ3Tv3v34448/88wzf/vb3zbV+GmwysrKBQsWZH87Gz/fS0pKqrO16j9nzZrVoUOHI444InhiUFlZ2aWXXlpRURFJw1avXv3FF18kLlNcXBxObMJvZUlAyJ54m5kBmXQ6NHk7GzmM0z2d9yuepDXApmOLkIUBECTAQCwWi1VVVQXLkZzJVp/wbS1XrVqVyr/89a9/raysDP7s169fsNynT5/wVjZpVW+++WY6vlTij66xF/7hhx+mWDiSxzInNnfu3H379lUvH3LIIYsWLbrzzjsbcP3V8ccfHyyvX7++uYyfxuRpJSUl2d/OSOb7q6+++stf/rJ6uaCg4Pbbb585c2aQed54442rV6+OqmGp9FVpaWl9cyRLAkL2xNvMDMik0yEb2tmYYZzu6Zy0AzMWYKPaImR5AAQJMBwUCgoKLrvsslmzZr344osrV67csGHDF198sXXr1pKSktLS0vLy8meeeSYzLQnf3uaf//xnijuLH3/8cfDnl7/85WD5qKOOCpY3btyYtKpPPvkk6fGlBggfz6ktOOxQLfGOTo3C6bZ+/fpp06YFf7Zp02bKlCkbN2585513pk2bdt5556V4FDqceKS4WrNh/DTYunXrsrmdkc/3n/70p8EPN1ddddVFF11Uvbx48eL6nhnTMDVOl6hTsINeW5YEhOyJt5kZkEmnQ5a0s8HDON3TOWkHZizARrVFyJJADQeqVroAEhs8ePBNN930jW98I0va061bt2D56quvvvrqq/e3hi5dugTL4Y1xiocgiouLk15kuL/KysrSVDgDpk6d2qZNmx//+MfBKzk5OYMGDRo0aNBPf/rTioqKZcuWvfTSS7/73e8SHLs+9NBDg+Wkp+dlz/hpsPBZuFnVzjTN99LS0ssuu2zx4sUtWrTIycmpfnH37t3jxo1LkI42QIJLCVLR5AEh2+JtZgZk0umQJe1s8DBO93RO2oEZC7BRbRGyJFDDgcoRYEhk8uTJS5Ysyaq9sQQ3i0pRhw4dguV27doFy0mv96uW+GjtQWjfvn3XXnvt2WefvXTp0trv5ubmfvWrX/35z39eWFi4ZMmSc889t85KwiuikTlMJsdPYxLCLGxnWuf70qVLazwW5b777ovw0F8kmjYgZGG8zcyATDodsmeCN2wYp7tVSTswYwE2qi1ClgRqkADDQWf8+PHTp08PX2D25ptv3nDDDd/61rdOO+20Pn365Ofnd+7cuX379q1btx45cmRmWtX445/hXYHwt0vxSFT46jsCf/nLX04//fQBAwbccsst7777bp1nYp9++ukvvfTSs88+G14F1cLlW7Ro0VzGT2P2EbOtneme7/n5+d/85jfDr4wbNy58YCobNGFAyM54m5kBGeFZAOmeOA0bxuluVdIOzFiAjWqLkCWBGg5UToGGunXv3v0Xv/hF8OfmzZvHjh27cOHCVLavabVjx47g5Kibbrrp1ltvbUxtpaWlwV1wkj7ypFq27bJnlVWrVq1atermm2/u3r37OeecM2zYsOHDh/fs2TNcZsSIEa+//vrXv/718FGLkpKS4KadKa6IbBg/B0w7MzDfZ8+eXeOkxJ49e95///2pPIsrY5oqIGRtvDVxIhnGTd57GQuwUW0Rmst4g2bKEWCo27hx44JzkOLx+MiRIxPsjWVym7p9+/ZgucYjTBpg9+7dwfIhhxySyr8cbA9XaNia3bRp01NPPTVu3LiCgoKTTz55xowZ4QvPBg4cOHXq1PpWa9euXZvL+Dlg2pnu+X7ppZd+61vfCvaJi4qKqpfHjh07atSo7On2pgoIWRtvTZxIhnGT917GAmw6tgjZPN5AAgwHlPPOOy9YfuWVVxYtWpS4fPiejWkVvm1G4z80fO+QgoKCpOW7detW49frZi24j0sCjT/AtXLlymuvvfbf/u3fwk+z+MEPfhA+2zP8yJlevXo1l/FzwLQzrfO9Z8+eM2fOrF7et2/f5ZdffsUVVwTvPvjgg5HfVa7ZBYSsjbcmTiTDuMl7L2MBNqotQnMZbyABhgNKeOfvtddeS1p++PDhmWnYO++8EyyffPLJjaxt7dq1wfIxxxyTtPxpp53W3NdseXl5sJz0ONJRRx0V1a/vRUVFo0ePDk7dPOyww8KPqQjvCZ144onNZfwcMO1M63x/5JFHgp9RZs6c+fbbby9YsOB3v/tdkEPOnj07S7q9qQJC1sZbEyeSYdzkvZexABvVFqG5jDeQAMMBJXxeX9IHXR533HFDhw7NTMPefPPNYLl37979+/dvTG0ffPBBeF826d1Bsup6xYbZuXNnsJz0XLhoV+uaNWvCT3QMX0r3xhtvBMs9e/YMP7WyTk888cS2bds2bNiwYsWKn/3sZ001fprLOG/C+T5+/Pjg8OaGDRuCEx0nTJiwdevW6uULL7zw0ksvzYZub6qAkLXx1sSJZBg3ee9lLMBGtUVoLuMNJMBwQAmnSUkfJ3DPPfeE9xRzc3PT17Bly5atWbMm+PPKK69M+i9dunRZt27dE088MWbMmBoX7P3lL38JF0t8PKd3794XXnhhc1+zmzZtCpb79euXuPAPfvCDBO+eeuqpN9988/PPP19UVPTVr341pZgbGidbtmwJlhctWvTpp58Gf15++eWJKxk2bNihhx569NFHn3TSSfv1DJVox09zGedNNd979eo1Y8aM8HAKLrL94osvJk+eHLw1a9asVE45TremCghZG29NnEiGcZP3XmYCbIRbhOYy3gA4oLz88svxf5k/f36CkjfddFM8Ht+zZ088pDFPIFi8eHFQT3jfInD11VcHBSorK0899dTEFT755JNB+WeeeSb8Vm5u7vbt24N3n3/++foqadmyZbhPqk2ZMqXBX/P3v/99UM+0adMSFw5/aOLfwseMGROUDJ/2Fpg2bVpQoLi4OC8vr76qLr300hrfd9y4ceEC3/ve94K3XnrppaRf+bjjjgvKl5aW1rjJ0K233hq8u2PHjgTXfX33u98NSlZVVR155JFNNX4avMb/53/+J2n5yNuZoGfSMd9zcnLC1T7xxBOJ48zChQvrvCj9rbfeCspMnDix8R379NNPB+Xvv//+bAgIaYq3r732WtK2jRo1KigTzkDSPSD3d62lLtp2RjWMI5/O+9uBUQXYBPMx2i1CUwVqAA5e119/fXjbc8YZZ9Qu06FDhwceeKB6GxnOu+Lx+LBhw9KXAOfl5a1cuTKcxQ0ePLjOqvLy8n75y1+Gv8hJJ51Uo8z06dPDLZ8wYULtelq3bv3UU0/F4/Ht27evWrWqWSfAw4YNC9dW3+MlLrzwwj179lRVVa1bt66+BPiwww7btm1b8O6sWbNatar32XIdO3YMr9k5c+bUKNCuXbuioqKgwPLly/Pz82vXM3DgwK1btybYH83w+ElfAhx5OxP0TDrm+5VXXhkU+Pzzz+s8JnPssceWlpYGxcJ3FWqSBLipAkKa4m0qCfDQoUPDVSW48jnaAZm+BDjadkY1jCOfzvvbgVEF2ATzMdotQlMFagAOXt26dQtv0Xfu3Dl58uSjjz46Nze3a9eugwYNuu222z755JPqd++6666cnJzwkZMVK1b0798/Ly+vAWciJU1gYrFY//79d+7cGd7gPfroo8OHD+/Ro0erVq06dOhw4oknTpo0ae3ateF9uxoPWqjWtWvXcMvj8fi8efPOPffcbt265ebmHnnkkZdffvmaNWuq3xo/fnz4x/7mmADn5OQUFhaGK3z88cfPOOOMQw89tFWrVt26dTvvvPPmzp0brNnf/OY3Qcn/+q//qlHbFVdcEa6qsLDwuuuuGzx4cJcuXVq1atW2bduCgoJTTz11ypQp4X2vnTt31nn84ZxzzikrKwuKffrppz/5yU+OO+64tm3btmvX7pRTTpkxY0a4wMaNG2tfxpzh8ZO+BDjydibomcjne+/evXft2hUUuPjii+v7jtddd11QbNeuXccee2zTJsBNEhDSFG9TSYC7dOlSVVUVFHvjjTdOOOGE1q1bd+3atXYeHuGATF8CHGE7IxzGkU/nBnRgJAE28XyMdov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eiyTwDBs0aPD1118HYdasWRMUiPNo3779zp07g5DLli0rsEtkwnOGYuWcnTp1CgIfPny4sLQfiUSuvPLKoI90/ou8DNNp2UZgkSku3FF53bp1ubm5GRkZ4epr+PILD3D95ptvCuxCnNj0G4+MjIxgD506dSowTJ06dYIbzVNPPRXdeO+99wrb5x133BHs8/77748/B0t4fMaZ4ST8RlncywyAE8Jrr70W3B6++OKL3NzcRx99NEb4m2++OQifmZnZrVu3GIH/93//Nzxc55RTTskfJjxHxapVq2KM58lTpCudCvC9994bPr0YA/NGjx4dhNyyZUueenI5j7f4Jfy4jz/+eBBg165dQUt7fpUqVVq/fn0Q+IEHHsgTIDzidNKkSbF/yLBhw4LAn332WZ5Pj70CvGrVqvC8XIVFVOXKlWfNmlVkRIWrl7m5ufv27SuwMBp19tlnhwMX2KOyRCvAx36GTzzxRHhMbOyxmhdddFF4b0OHDi2F+luxcs7wsMOXXnop9qHDD3pi58almU7LNgKLTHH5L79TTz21sF2dd9554cAFTjqV2PQbj7FjxwZ7uPXWWwsMc+mll0YD7Ny585xzzgkSSGFdhd97773CUlkpx2ecGU7Cb5TFvczgxKELNCe0oO9uJBJp0aLF8uXLY9y8K1eu/Jvf/CZ4+dxzzy1atCjGzp966qn169dHt6tVq5a/GNSsWbPwo+5HHnkkRuexKVOmLF68uDQjp2rVqj//+c+Dlw8++GCMjoLRInt0u3HjxuE+vRUm3kriuHv27Hnvvfc+/fTTr7/+etasWTH6Iefk5Lz++uvBy/wd/1544YVge/DgwbFHo1155ZXBdrj7dEKcdtppZ5xxRvjKKSyisrOzb7nllnCHw3jcf//9GzduLOzTJUuW7Ny5M3gZnqu21BzLGaakpFx99dXByyeffHLTpk0xjjVjxox58+aFH22Ut5yzadOm4Zph7D0//fTTe/fu/eSTT6ZPn/7VV1+Vk3RathFYXA899FCMWtb8+fP37t0bvGzXrl0pp98CxTMMOOj/vGTJko8//jgah9WrVw9P1BxITk4O6qL79u1buHBhWcVnnBJ+oyzpywxUgKGCeOyxx8JLmOTRq1evcKtOkbPF5ubmPvfcc8HLyy67LE+Aiy66KFySeOONN2LvcOLEiaUZGz169DjppJOi25mZmbEnSdq0adOqVau+/vrrNWvWzJ8/v27duhUv3kriuPfee+8FF1zQvn37hg0bhudhLlC4qTZ/n9jXXnvtm2++iW6npqaGq7h5pKWl9e3bN/gh4dVBEh5Rhw8ffvPNN2MEzsjIKNYKTFlZWeHLo8Dr5/PPP48RUSXtGM+wf//+9erVC14W2WQaiUTCDf69e/cu/am/Yuec4VJ4jJa0qK+++iotLa1Dhw5DhgwZPXp0OUmnZRuBxZKdnf3888/HrntHh+9Gpaenl2b6LcycOXOCivQ555xTYJf1YAasRYsWHThwIHiYUuAw4C5dugSde+fMmXMUI5MTFZ9xSviNskQvM1ABhgoiKysr9p0+3KqZkZGRkZFR5D5nzZoVbHfo0CFcLYz856PilStXBrWXwsQY7FQSwr93+fLl+/fvjx2+Xbt2DRs2POOMM84999xwmbLCxFuZ/1/hdob8lZxDhw79/e9/D17GmAs6PP/ze++9t3Xr1sSeZ3jo5pIlSw4ePBg7/N/+9rf4d75ixYrdu3fHDrNjx45gu2bNmqWckxzjGYbHY3/55ZfhsnVhwq1nlSpVKuV1TYrMOcON4UOHDu3cuXOJnk85z1ePIgKLZfXq1UXO9hS+/GrXrl2a6bcw+/fvD5ri69Wr9/3vfz9PgJNOOilol16wYEEkEgkadQusAIfni545c2YZxudR3HATcqMs0csMVIChgli9enUwsWSBwsXKVatWxbPPTz75JPzgOU9fx/A9PujLFMP69etLc7bScC+4DRs2HPV+Kky8lfn/FX54X+BEqeFe0D169Chsbdjw/M8J7/8ciUTCs+/GU4wrVu/E/COW8wv3JE/IirLFcoxnGO6+u2bNmniOuGHDhnAtpdTmgo4z55w8eXLQCFy9evUPPvjgwQcfLHDIYkKU83z1KCKwWOLJY7/77rtgO/+kTSWafuN8jpO/F3TQ/zkzM3PJkiWRSOT9998P8rr8o5TDFeDwLNOlH59ldaMs0csMVIChgvjiiy9iBwh33otzcFp2dvY///nP4OV//dd/hT8Nd30MBytMVlZWPMFKohpzdIPxKli8lfRxmzRpcs0114wZM2bGjBkrVqzYuHHj9u3bd+/evW/fvu++++7IkSOvvfZa7D2sWLEivCxHeChpINz/uSSW/43855jP2ONXo7Zs2RL/CiVFNq5GIpEyWS47UWcYnvIqnvpb/pRVcnXLo8s5N2zY8NBDDwUvU1NTR40atWnTpo8++uihhx4aMGBAYlvpy3m+ehQRWCxFtnhH/rNTeimn36OuAAcV2o8++iha4fzggw+i79SsWfMHP/hBOHBKSkowf/K6deuOZaK7Y4/PsrpRluhlBirAUEGEezEVqEGDBsF2eALG2Fq0aBF8Kzy0LxKJ1KpVK9gusoNxsYIlRFpaWkKOW2HireSO27Vr1xkzZmzevHn8+PHDhw+/8MIL27dvf+qppzZo0KBOnTq1atWqVq1a1apVCxwXl0e4EfhnP/tZ/q8MHjw4aHJM+PK/QXk02I6zzaHI1BeurpTznOQYzzA8e9m3334b57f27NkTbB91J8wSyjkjkcgf/vCHJ554IvxOUlJS586db7vttrfffnv37t0ffPDBHXfcEX7oVg7TaRlGYPyOPUWXaPqNYenSpcHDoxgtwHPnzo1ubN68Oaif5+kFffbZZwdL4x5L829C4rOsbpQlepmBCjBUEOFeTAWKsUTNUZTM8pQzihxnVfoFtRo1aiSkEFBh4q2Ejjty5MgFCxYUuXJvnCZOnBicW/Pmzc8555w8AUp0/uf8V06cERUe3nyCC1eADxw4cBTF9FKuABeZc0YikZycnF//+te9e/cucGLbqlWr9uzZ87777svIyFiwYEH//v3LYTot2wgsTWWVfnNycmbPnh3dbty4cXgER5MmTU477bQ8FeBIJDJ//vzoxnnnnRfeVfjlsQwALk0Jv1GW88sMVIChXCiyF9Phw4cTWLCIRCKVKv3/BBhnp83CFjwsCeFTCp9qcVWYeCuJ415//fWPPvpoeEDvwoULf/e7311yySXdunU7/fTT09PT69atW7NmzZSUlHjm+dy7d+/UqVODl3mmwgr3f167dm10KF3ChX9OnJ0DzU1a4KUVT5t//istIR0yE5hzBt5///3u3bufeeaZd999d3Sp3vxhunfvPnPmzNdffz1Pqi/bdFpOIrB0lGH6DfeCDjfqhgcAR2fAylMB7tmzZ/i0g/7Shw8fDleYy7OE3yjL+WUGKsBwfAg/5L7zzjuTiu9Xv/pVeIfh5p2gv9ax3OESK9z5Lc7Tq9jxlvDjNmzY8Kmnngpe7ty5s3///j169HjwwQffeOONxYsXr1+/fvv27d98882BAweOHDkSZ2k+3Av6iiuuCJ9quP9zCTX/Rv6zqSHOiAr3tz/BhTszxz84NhyynDenr1q16q677jrrrLMaN2589dVXT5gwYcuWLXnCDBkyZN68ecEyNmWbTk80ZZh+w92Vw72ggwpwMAA4TwW4du3awSRSqampwQDg+fPnx9mIXfEKGIAKMCS4YJqQTobhfndxlsASu8Jn7MJN+PfWr19fvCX8uMOGDQu6veXm5l522WXhBpDi/l+BefPmBcvM1qpVa+DAgeH6cHSjJJb/LbAGEmcdJvYCHieUcDk4/vQS7v147BXgY3ngFb9//etfL7/88rBhw5o0adKxY8cnnnginMQ6der0hz/84XjMV0stAite+t28eXOw7le4Ahy06M6bNy8cPiMj4+uvv45uBy3G3bp1C6ZiPl76P0fKdBg/qAADhQoqFZH/nLDxqAV37kgk0qRJkyLD16hRo3HjxnHuPJ7Ok7Ef24cXwAjPTFux4600jztgwIBge/bs2cGkpoWJP/bGjRsXbAeDfuvVq3fBBRdEt0ti+d9AeLaVeCKqQYMG4Zl7T3DhVXNbtWoVz1dSU1PD8Rx7zttjzxlKwooVK379619///vfDy8Ac+ONNxa43FfZ5g/lMwIrTPoNHgI2b948evSWLVsGE1Pn788cZJtBBThRCyAd7wUMQAUYEuCjjz4Ktjt27HjsO1y7dm2w3bx58yLDn3HGGbHLXuHVLItsgmjatGnsx8zhkuixrCxa/uOtrI4bLlzGM1AtGL5bpAkTJgRzEQ8cODDajHPFFVcEYx1Lrv9z5D8X74knorp16yZ7CYQHZrdr1y6er7Rp0yZcUQynuJLIGUrO5s2br7jiiqCrf506dWKv7FJq+cPxEoEVIP3mXwwpqNDmGQAcFfSCPuecc6LDv4MZsL766qvVq1efsAUMQAUYEmDhwoXBdosWLdq2bXuMOwzfmzt27FhkuarIiYLDi6YU2Wk5z7SZ+QUFi0gkcvLJJxe5Qsn48eO/+eabjRs3Ll++/I9//ONxFG9lddxwv8EiF9Js3bp1kX9ZYNu2bTNmzIhuV69efdCgQZFI5Cc/+Un0nRJa/jcQdGKMFo6LnEHtpz/9qewlEJ4nOT09PZ6icHja5EOHDn366aclmjOUqLVr14YXQY29skup5Q/HUQQe7+n3/fffDx439OjRIxKJ9OnTJ/py6dKl+edFD+5TderUad++fUpKSpcuXaLvHEfNvyVxowRUgCEBlixZEm5b+MUvflHkV+rVq/fFF1+MHz/+Rz/6Uf5RUu+9916wnZycHHRPLVDlypV//OMfxz7cv/71r2C7TZs2sQPfeOONsQN88MEH4V6y1113XayspFKlPn36pKWlnXrqqR06dAjPU1L+4y1OCT9uuFQdewWLSCTy+OOPh0uiRc5bG54K64c//GGTJk1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"
] |
MCAS_2007_8_5189
| "Lichens are symbiotic organisms made of green algae and fungi. What do the green algae supply to th(...TRUNCATED)
|
{
"text": [
"carbon dioxide",
"food",
"protection",
"water"
],
"label": [
"A",
"B",
"C",
"D"
]
}
|
B
| "Lichens are symbiotic organisms made of green algae and fungi. What do the green algae supply to th(...TRUNCATED)
|
[
"carbon dioxide",
"food",
"protection",
"water"
] |
1
| ["gravitational","food","They both take in water from the soil.","The warm air absorbs cold from the(...TRUNCATED)
| "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAACL10lEQVR42u3dd0BUx97w8aUqKEUUDBp7BBuCGi/WaGxRsUYNaq6(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAfkUlEQVR42u3deXRU5d048AlLgoatCITNFwQMtSpBERGwFAVECi(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAa0UlEQVR42u3deXBV5d0A4BsgC/sWGmUR2WK1YRMsVJBSwIGSoF(...TRUNCATED)
|
Mercury_SC_401169
|
When a switch is used in an electrical circuit, the switch can
| {"text":["cause the charge to build.","increase and decrease the voltage.","cause the current to cha(...TRUNCATED)
|
D
|
When a switch is used in an electrical circuit, the switch can
| ["cause the charge to build.","increase and decrease the voltage.","cause the current to change dire(...TRUNCATED)
|
3
| ["controls movement","It increases.","3 tall plants to 1 short plant","stop and start the flow of cu(...TRUNCATED)
| "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAABElElEQVR42u3deZgU1aE/7p5hhp0BGXALi4gsCggohE1AEBWFKyg(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAmMElEQVR42u3de5xVVb0A8AMyD+QpDgwQCKJCGsIQKAhcQhkFwx(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAdn0lEQVR42u3deXAW9R0w8IQjBJRDiCJHy1GFgkLAAKGACgiFUW(...TRUNCATED)
|
MCAS_2004_8_27
|
Which of the following is an example of an assistive device?
|
{
"text": [
"contact lens",
"motorcycle",
"raincoat",
"coffee pot"
],
"label": [
"A",
"B",
"C",
"D"
]
}
|
A
|
Which of the following is an example of an assistive device?
|
[
"contact lens",
"motorcycle",
"raincoat",
"coffee pot"
] |
0
| ["contact lens","calcium","to contract muscles to create heat energy for the body","Continental slop(...TRUNCATED)
| "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAABMmUlEQVR42u3dd2AU1aI/8BCSIL2DjSZSFJCiSFUsqCg2bIBeFLs(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAbKUlEQVR42u3de5RVVf0A8AsywyDvYWAcoQRcQBiPYQ0PBRbxGI(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAbKUlEQVR42u3de5RVVf0A8AsywyDvYWAcoQRcQBiPYQ0PBRbxGI(...TRUNCATED)
|
NYSEDREGENTS_2006_8_10
|
Rocks are classified as igneous, metamorphic, or sedimentary according to
| {"text":["their color","their shape","how they formed","the minerals they contain"],"label":["1","2"(...TRUNCATED)
|
3
|
Rocks are classified as igneous, metamorphic, or sedimentary according to
|
[
"their color",
"their shape",
"how they formed",
"the minerals they contain"
] |
2
|
[
"similar only to oxygen.",
"inertia",
"how they formed",
"Streams entering the lake"
] | "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAABQ3klEQVR42u3dZ4AUVaI/7CENQXJSDIABEAEBwwVExbwoqKAoiIt(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAWfElEQVR42u3deWwV5dcAYMrSlh1rlVRAsCpKNG3ZBIMSlCpGUY(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAlPklEQVR42u3de5zNdf448OM2457LaMKUjNLaVbIURW1Ky0axFX(...TRUNCATED)
|
Mercury_7013388
| "A chewable calcium carbonate tablet is a common treatment for stomach discomfort. Calcium carbonate(...TRUNCATED)
| {"text":["has a pleasant flavor.","is inexpensive to produce.","neutralizes digestive acid.","occurs(...TRUNCATED)
|
C
| "A chewable calcium carbonate tablet is a common treatment for stomach discomfort. Calcium carbonate(...TRUNCATED)
| ["has a pleasant flavor.","is inexpensive to produce.","neutralizes digestive acid.","occurs natural(...TRUNCATED)
|
2
| ["compaction, weathering, erosion, cementation","thermometer","neutralizes digestive acid.","Rock we(...TRUNCATED)
| "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAACep0lEQVR42uzdeUAU9f/48eX0AkQuxRRQAzxAQTOvvM3M+wzzk6W(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAhKUlEQVR42u3deXgV1d0A4BuFENawBGRzISgqRQGDQgEpS3ywLE(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAA58ElEQVR42u3deZgU1dk47GaZYZBVGBxQjIAKIQEGAwoKIgIKEa(...TRUNCATED)
|
Mercury_7179953
|
Which two body systems are directly involved in movement?
| {"text":["muscular and skeletal","digestive and muscular","skeletal and respiratory","respiratory an(...TRUNCATED)
|
A
|
Which two body systems are directly involved in movement?
| ["muscular and skeletal","digestive and muscular","skeletal and respiratory","respiratory and digest(...TRUNCATED)
|
0
| ["muscular and skeletal","ecological succession","converging plate boundaries","conserving resources(...TRUNCATED)
| "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAABHmklEQVR42u3dd5xU1cE//llYVjpIU1SKhSpIUQREQQ1ij2IJQmK(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAhmUlEQVR42u3dZ5gV1fkA8EtbQKp0kEiJiqg0QVBARIpgIIoQlK(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAhmUlEQVR42u3dZ5gV1fkA8EtbQKp0kEiJiqg0QVBARIpgIIoQlK(...TRUNCATED)
|
Mercury_7205118
| "Which change in the state of water particles causes the particles to become arranged in a fixed pos(...TRUNCATED)
|
{
"text": [
"boiling",
"melting",
"freezing",
"evaporating"
],
"label": [
"A",
"B",
"C",
"D"
]
}
|
C
| "Which change in the state of water particles causes the particles to become arranged in a fixed pos(...TRUNCATED)
|
[
"boiling",
"melting",
"freezing",
"evaporating"
] |
2
|
[
"shape",
"a snow storm",
"freezing",
"in the air"
] | "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAABsXUlEQVR42u3dd4AU5eE//oU7jl6kWSlCABGQogQQsYEVVFQMaoK(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAV1ElEQVR42u3daWwVVfsA8FsKvWVrQSwFsQoqRbTQGhWXEBfAAA(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAXZ0lEQVR42u3dfWxW1f0A8KfSV6AUCgLVqrwoyACBwCgIQYEaUX(...TRUNCATED)
|
MCAS_2016_8_13
|
Earth's core is primarily composed of which of the following materials?
|
{
"text": [
"basalt",
"iron",
"magma",
"quartz"
],
"label": [
"A",
"B",
"C",
"D"
]
}
|
B
|
Earth's core is primarily composed of which of the following materials?
|
[
"basalt",
"iron",
"magma",
"quartz"
] |
1
|
[
"The cork must also have been magnetized.",
"iron",
"atomic mass.",
"electricity"
] | "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAABOmklEQVR42u3dd2AVVcI3/guESO9FVARRQQSkqYAI2EWxgOKC7oN(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAUpklEQVR42u3dWWwV9dsH8BahLbSALTuWf1llkSWmBQwSBFqjQD(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAvc0lEQVR42u3deaBW08IA/OdUZ0gJqU4lypQXURQlSSm33EJKZH(...TRUNCATED)
|
Mercury_7283255
|
Which of the following events during meiosis contributes most to the variation within a species?
| {"text":["pairing of chromosomes","creation of haploid gametes","segregation of alleles","separation(...TRUNCATED)
|
C
|
Which of the following events during meiosis contributes most to the variation within a species?
| ["pairing of chromosomes","creation of haploid gametes","segregation of alleles","separation of chro(...TRUNCATED)
|
2
|
[
"circuit",
"March 21",
"segregation of alleles",
"competition with other species"
] | "iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAABpK0lEQVR42u3dd5xU1cE//mELTYpSxEYRpAlIEQOogAUVBQViQTA(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAlg0lEQVR42u3de3gV5Z0A4MMlIYhcxGASiS2gwLoFAwsKCkUELK(...TRUNCATED)
| ["iVBORw0KGgoAAAANSUhEUgAABQAAAALQCAIAAABAH0oBAAAQwElEQVR42u3dX0id5R8A8HNk/i8nzilZbCobEQM11EVZTXCtXQ(...TRUNCATED)
|
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