2025年山东公务员考试每日一练:数量关系(04.02)
2025年山东公务员考试暂未公布,根据往年山东省考情况来看,2025年山东省考预计2024年11月报名,预计2024年12月笔试。历年考试不指定复习教材,不举办也不委托任何机构和组织举办考试辅导培训班。需要备考的考生可参考2025年山东公务员考试教程(点击订购)。面试推荐2025年山东公务员面试系统课程。
行测科目覆盖内容广泛,想要攻克,一方面要掌握解题技巧,另一方面要多加练习,为帮助考生练习有关题目,山东公务员考试网提供每日一练,帮助考生提高。
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行测科目覆盖内容广泛,想要攻克,一方面要掌握解题技巧,另一方面要多加练习,为帮助考生练习有关题目,山东公务员考试网提供每日一练,帮助考生提高。
接下来完成以下试题:
1.甲地有177吨货物要一起运到乙地。大卡车的载重量是5吨,小卡车的载重量是2吨。大小卡车从甲地到乙地的耗油量分别是10升和5升,则使用大小卡车将货物从甲地运到乙地最少要耗油多少升?
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y7i/PPPp7S0NGjxpSaIl5eX12ncLCN6BIUInCAIaYMSp5ycHHRdp6ioiMsvv5xZs2YRCoU4/PDDueKKK6iqqgoErqCgAMMwAstOsi4FhcTgBEFIG1TiSTKZRNd1XNfFdV2aNWvG8OHDKSwsZO3atQwfPpyePXty5ZVXArWlBKpFmJpWIAhyFQiCkDYkk0kikUjQy1JZY7FYjMrKSm6++Wa+/fZb1q1bx4033sj8+fMZPnw4xx9/PIZhYNs20Wi0kT+FkC6ILS8IQtqgup5omkYkEsGyLDzPo7S0lHbt2hEKhWjbti19+/blySef5KuvvmLUqFEsWLCANWvWBPE7QQAROEEQ0ojUMTqp7bry8/PZsWNHMHnAsix69erF7373OwYNGsQrr7zCLbfcwkcffRRkU9q2HSSvQG0CS/3/S9ZlZiMCJwhC2qDmwqmpBGrSt+u6mKYZ/FzXdXzfp02bNgwZMoRRo0bh+z7jxo1j0qRJfP3115imiWmaQScU9bupLcA0TQuyL4XMQwROEIQmi2rlpes6o0ePZsiQISxbtoxrr72WiRMnsnnz5qDWzvM8EokEQFBk7jiOuDQzGEkyEQShyRIKhcjJyaG6upqcnBz69OlDixYteOmll5g/fz6O43D66afTr1+/IGlFza4Lh8NivWU4YsEJgtBkSSaT7Nixg9zcXGKxGJZl0bVrV2699VauueYavv32W8aOHcukSZNYvHgx4XA4iLk5jiMxuAxHLDhBEJoshmEQjUaJx+NBSYGyzn72s5/Rs2dPXn75ZV599VUWLVrEpEmTaNGiBQcddFAwoFXIXETgBEFosmiahm3bwfepZQKu6xKJRPj5z39O7969ef/997n33nuxbZs77riD7t27k5eXB1DHqguFQsFrSFeUpo2cPUEQmjSpsTXYJVYqazIWi3HggQdy6aWXMnbsWCzL4pRTTuGPf/wjVVVVJJNJtm7dGtTfKbeliFvTRyw4QRAyEiVwqp5O13VatGjBPffcwwcffMAjjzzC8uXL6devHxdffDGapuE4TvB/VU4gNF1E4ARByDjUdAFd1wPRysnJCerpzjnnHHr27MmIESOYN28ehmHQr18/WrVqRVlZGc2bNw/q7YSmi5w9QRAyDjUfzjAMQqEQuq5TU1NDZWUl++23H5Zl0bZtW2bOnMkNN9zAjBkzGDhwILNmzQqyK6WEoOkjAicIQkaRarmptl1QWzNXUFBAeXl5MGDVNE0GDx7Mfffdx+mnn86wYcO49NJLWbVqVSN/CmFvIAInCEJGoayv1DIAlTyiYmu+7wcxNk3TqKqqYujQocydOxfTNDnuuOMYOXIk1dXVQdKJ67pYllXn7ySTyWBEj5B+iMAJgpDVuK5LSUkJlmXRrFkzHnvsMR5//HGWLl3KEUccwZQpUwJhMwyDRCKBbdvB9HHLssSdmaaIwAmCkNWowaqqmbNt2xx22GHccsstDB48mLlz5zJs2DBefPHFYIxPquvTNE2x4NIUyaIUBCGrsW0bwzCCMTq5ublYlsUBBxzA/vvvz6GHHspDDz3Ev/71L0pKSujXrx+5ublUV1cTi8WCQnMpK0g/xIITBCGrSR3P47puMCcOaufTHXXUUUyZMoWLL76YP/zhDwwcOJDXX3+d8vJyEomEuCfTGLHgBEHIajzPwzTNYPYcEBSHu65LLBajffv2dOzYkRNOOIGXXnqJX/ziF5xyyim8+OKLUlKQxojACYKQ1Sj3pLLkHMfBNHctjUoAAdq0acPQoUM55JBDeOmll7jhhhto27Ytw4YNo6ioKBBKIMi+VENVlVWo4n3CvkdclIIgCHtAUVERffv25d577+VnP/sZr7/+Oueeey5z5syhsrIycHEq0VTiporPTdPEcZzG/hhZgWwjBEEQ9oBwOIxhGLRo0YJ27doB8MYbbzBixAhGjBjBKaecQvfu3YM2X0roTNPEtm10XZeElAZCBE4QBGEPqKqqoqCggEQiQTwep1evXhx99NF07dqVJ554gtdff5377ruPbt26kZ+fHySwKJEDJGbXQIjACYIg7AGmaRKPx3Ech+LiYioqKjAMg0GDBnHAAQfw97//ncmTJ3PIIYdw9tln07lzZ9q0aYNt24TDYSzLIhQKicg1ABKDEwRB2AOSySSRSCRo+aXia5FIhO7duzNmzBjGjBnD0qVLGTx4MI8//jg7duwI6uxU0omw7xELThAEYQ8Ih8NBcXhNTU3gdkwVu5YtWzJq1Chee+01Fi5cSEVFBcceeyxnn302sVgMIEhG0XU9EE3HcQiHw4358TIKseAEQRD2Aqnp/4lEgs6dOzNixAiuueYalixZwt13383QoUP54IMPgjo7qLXolDUo5QN7FxE4QRCEvYBhGHieRywWIxaLYVkWVVVVHHPMMTz99NNcf/31LF26lCuvvJL169ezZcsWAOLxeFA6IK7LvYsInCAIwl4gFAph2zbxeBzP8wiHw+Tm5gY1bxdeeCEzZ87ktNNOo0uXLlx11VU88sgjQQcV1cRZ2HuIwAmCIOwF4vE4oVCIUChUZyq4ssq2b99Ofn4+V155JS+88AIFBQWMHz+ea6+9VqaI7yNE4AQh2/HVlw++B3j4+LiAp2n4mgYaaHho+I37XtMY1bXEtu2gLZdqxqweMwyDWCxG165d+fWvf82nn37K/PnzKS4u5pVXXgkyLYHgNXZn1anHvxcP8MHH3fm189/BSyWB2hl3bgafUhE4QchmfPBcqFUzD9wkvpPEx8MGkpqGA2i6jm8n0X33h18vi1GuRsMwggQSlRGZ2odSCV4sFsM0TaZNm8b555/P6NGjmTx5Mv/85z/rTBBPJBJArdBZlhVMEFc//15swPNJUo1FnKRt4Vjg2uC7Ho61BSjHB5JurR5mIiJwgpDNaKDrO3f2mga6hqbvWhZSFwip39q7hEIhPM+jU6dOTJgwgTFjxjBjxgx++ctfcuGFF7J8+XJM0yQnJydIQPE8L/g+HA7vPmZnAJ5HFBsDDUJhvBCYOmiuhRmOYvsmScfDrDXQMxLJSRWELMd1wTDBiccxozo7tm8n7voUtWq7a+HzQdMzdRlsHBzHqWPRnX766bRr1463336bl19+mXHjxjF+/Hi6du1KLBYLRC3VdRkKheq4NRWWA+GQhrV9C2t3OCQoxkrm0ZxyCmIWRW3yqCGHaEjHT4CWoa0xReAEIdvRAB/MsMn20i08N+NF/FCUodcNJ2TuFDVNRxOHz15H13VCoRDJZJJ4PE7Xrl3p3LkzZ5xxBi+99BJXXnklxx57LOeddx7HHXccBQUFgSDq+u7PhxEGXIcvl7zPLVOns8NvRvcep9DB30D7llEOOeZIuhw/EAfIDTXYx21w5IoVhCzHxwffAUNn48aNLFz4PuvWrSdp2cFzlGfS9zM1WtPwqHid7/vk5OQEMbdQKETLli0ZOnQov/zlL9m8eTNDhw7l8ccfJxwOEwqFguSV77PeADwN0DU6tmpOfiyfPv1OZsQt1zNu/GiO6HYwr7w8hzVb4lge4Nnf+xqZgFhwgpDlqMkt1Tt2UFa2lZycGLpu4tgOPjuTJDyVROHXxneEn4xhGNh2rbiEw2FM0yQUCmFZFoWFhZimybnnnkuPHj34+OOPeeONN3j//fe54oorOPfccwNLTrk5levS9318NPAdtm3awpZNW+nX+QAKCwHLp13bVnzyyTKO+nIdHVoeAo5NrRRkngtaBE4Qshjf9/Dx8B2b0tLNGIZB27bt+HZLKcmkjQbYDti2g2EYmKaBncFp5Q2J7/vBXDglUqqFVyKRCDqjtG/fnhYtWtCiRQtmz57NU089RWVlJd27d6dXr17B76nnB8lAns3q1esoLCih6yFddv5Vh4rKSixbY+3aDbh9DgFD1YmIwAmC0ERJLST2fX9nBp6PZcdxEjWsW7eWjh06UlRUzLdbdlBZWUOrloWEzNoRMRUV5Xiej+tJqUBDk5ubS8+ePenatSsLFixg1KhRHHTQQZx77rncdNNNhEIhTNPc1dNSs7HiVXy8bDVtWrenc/t2RABCOiu+WkNlZYIQO8OvhoGWgeIGInCCkJWoomPwMDyNjz77hL///Q00dD76ZDlmrAhDN7FdCOvq+Sbr16/DkWWjwVFWWiwWo1u3bvzqV7/is88+4+677+brr7/Gtm0sywrq50wjiZWoYX1pnE7djqQoN4RBrRt6xdfr8AnR79hehDRwMDLUQSkCJwhZQ2qcJrWerbxiO+Bx2ZDLSNQkMSP5fL7ia+LxBKZRG3+LxWIcccQRvPbaa9RYkmjS0KgNSVVVFXl5eSSTSVq1asVJJ53EmjVrOOmkk2jTpg1QG9tDc1i/bjVbqzT6d+tObhg8avi2bCvv/etjTh1wJl065+L4YGk6mWrDicAJQhaR6qb0PI94oop169YSjUbpdvhh4Ot8tuw/vPvhx0GnDNeF4uJC/vrXVzBDYfRwTmN+hKzEsiwMwwgyJ1WCiephqVyTmqbVzpbzq1n2xRd4kQLateuAm3SwvTL++f4HRAuKuWzIFUQA16t1UWZqWFUEThCyBNX1Qi2EiUSCdWvX88qsOZwzaBAQ4qv//IePP/mEHdu38q8P3uGATu1oXhLDsR3CsfzM9GM1AVTLr9SZc67rBoXfruvWmSm38N1PeGvhEr7ZvIVZf53Jq3+D/EKN4pJmXDPsV3Q7rAMAEb22S1umnlbN/8GOnYIgZAqu6wa7ftUBY/PmzdTU1NCsWTOKi4vZvn07GzZsQNM08vLyaNu2bfD8VCtBSG9KS0spKyvDtu1guoFpmjRv3pzi4uLvXAcqmzPTEIEThCxC7fZVd/tUsUomk0Emnko3TxU05R7L1MUwk1CCpqx2XdfxPA9d11MyaMn4TYt0MhGELMHzvMCFVb8w2PO84OdQa+35vh+0g1J9E0XcmgbqPPm+HwxcVedSbV4yXdxALDhByBqUkNUXKbXg1f93IpEIBngCQVsoEbn0R00dME0zcEfW71/p+36dTUwmIgInCFmC2q0roVJWXP12Tyorr741FwqFMn7Hn2nsbvOSep4zWeRE4AQhS6jfyST1e0VqCUHqv1N/nqmLYSbxfRuROm28UlAxWWXdW5ZFOByuLTeIRBrybe91ROAEQRCyHGXVq+QjNdWgqVvrInCCIAhCMClcfaXW3DVVmva7FwRBEH4yyi1ZWVmJ7/tEo9GMSCYSZ7ogCEKWEw6HqaioYPPmzZx33nmEQqEgDtuUEYETBEHIcpLJJJ988gmnn346lZWVVFZWBuUhTZkGFziVngq1gc3djVwX9j71d2SZsENrKliWFUxvTv1Z6v0g4fDGIfU+UOcok+8Nte6qRs2WZfHhhx+yZs0aWrduHZSEZAKNInAAa9euxTCMID1V2Hf4vs+OHTuorq4OOhuowk+hYVADKQHKy8uDPoDqfqhfryQ0HGoNSiQSmKbJli1bMvZcpG6yfN8nHo/z3nvv8dlnn3HmmWcGUwrU402dBl/hdF1nx44dPProoySTyYwuMkwXkskkd911F3PnzkXTNEzTDNr3CPsWVSQNtSLmeR5vvfUW69evDxab1LZZQsOj6sAikQiu63LXXXexbdu2xn5b+wS1qVLlAIsWLaK0tJSzzz6bwsJCbNvGMIyM8aw1uLK4rott27z//vvBjlYW232L53ksXbqUNWvWBO2aZEFtGFKbGiurYMWKFdTU1BAKher0BxRPRuOgpmWre2LhwoUZey5UT1FN03jvvffYuHEjJ510Eu3btwcgPz8fx3GIRCIZsS43uMApE1i1iVELgLBvCYVCwUwp9W+hYUhtjaWufXXdK5dxqtgJDYvq0ajc9t/XrzNTUGvtu+++yyeffMKpp55Ks2bNgs+eSCQCwW/qNXDQSFmUtm0Ti8WCYGemXkzphG3bddoumaYpVlwDodyUykpQY0xUgon6ylSrId1R7cfUNAUldpmIpmksXbqU1atXM2TIEAoLC4FdG141KilTeo42mgWXOpNK2K4SzrsAACAASURBVPekjrqHzM4SSyc0TQss59TaInXt67oeNDaWe6FxUFa1Ov6GYTT5TbfKklRYlgXAqlWrmD9/PoMGDapz7dX3KmSC9QaN1MlEguqNixz/hiNTdsLZRCbcG8oSs20bz/MIhUJ89NFHvPbaa1x33XXEYrEgzra7JsyZQGbItCAIglCH1IkQq1at4q233uLXv/41sVgM2FUykDr5O9MQgRMEQcgwVBKfbdvYts2wYcN455132Lp1K3l5eUGcLbUWMxMRgRMEQcgwlEW2ePFiXn31VRYsWEA8Hv+OuFmWFSTXZCKSlywIgpBhaJrG559/zscff8ztt9+O53lEo9GgJEKhEmwyFRE4QRCEJorv+2zbti0o4Iba2NrixYt55ZVXuPzyy4OmAr7vEw6HgzIhTdPqtJDLRDL3kwmCIGQ4lmVRVFQUWGGO47BkyRKWL1/OiBEjyM3NxTCMoGQg25oJZNenFQRByCAikQjJZDKoYfv888/5/PPPOeussygpKQkyJVUdXLYhFpwgCEITRfUwdV2XDz/8kC+++IJBgwZRVFSErutEo1E0TSMWi2V0rG13iAUnCILQRNE0jUgkwpIlS9iwYQNnnXUWzZo1Cwq9VVwutZl0NiECJwiC0IT57LPPWLp0KX379qV169ZBQklq6n+2jiXLvk8sNBjK/19/tpTneUHQOx6P4/s+rusGO87URsSZ2mFBEPaU1Mbctm3jui5Llizh7bff5pxzzqGkpIRQKBT0P1XZkpC900NE4IR9hppYkNrgWQmW53m888473HvvvWzcuDH4HbXTVEKXjbtOQfg+lItRFWkvW7aMJUuWMHToUEpKSjAMA8uy6kztznZk9RD2GaldypXQ6bqOZVksW7aMDz/8kM8//5wpU6awbdu2QNB838eyrCbf0V0Q9jbJZBLHcaisrGTy5MlceeWVQUKJruvE4/Eg/iaIwAn7GLXrVPPoLMtixYoVLFy4kOuuu45u3bqxfv164vF4nSkHKutLdqOCsMvdryy3UaNG8cILLwSu/nA4jOd5FBQUBBtJQQROaCBUPG316tWBsOXm5jJx4kR69OjBkCFD+PLLL4N4nBrjka2xA0FIxTRNdF3nww8/5J133uGRRx4J5rZVV1cDtZmSmdpT8sciAifsc5RVlkwmWbFiBZdccgnHH388hmEQDocZO3YsxcXFjBw5kurq6qCNkKZpVFVVNfK7F4SGZXfp/KtXr+app55ixIgRQV/JaDRKLBbD8zwikYjEreshR0LYZ7iuWyf29s4771BVVcXw4cMxDCNwQdq2zeWXXx4knsCuCeR5eXmN/CkEoeFQ8Wff90kkEkFm8b/+9S/+/Oc/M23atDpZx2pYqYpXq44mQi3SyUTYZ6hgd3V1NW+99Rbbt2/nnHPOAXZNujYMA8MwGDx4MNu2bWPkyJG0aNGC3r17Z3QTWEH4PpTb0XEcQqEQnufx6aef8sUXX3DNNddQXl5OUVFR4MKXRKwfRiw4YZ+hYmn//Oc/WblyJZdeemkQDA+FQjiOE8QWXNdlwIAB7L///vTr14/Kyko8z8vaHnpCdqLrOo7jYBgGiUSCTz/9lNdff50zzjiDnJwciouLqampCdyQYq39MCJwwj7lmWeeYc2aNYwcORKAaDRaJ8agClcjkQjt27fnd7/7Hf369ePee++lvLxcdqhCVqHuB8dx+Pe//82yZcsYPnw4zZs3JxqNUlNTQyQSCdz+2dh+a08QgRP2GZqm8dxzzwUJJZqmBXU6tm1jGAa6ruN5HvF4HF3X6dKlC0899RR/+MMfePTRR4nH4439MQShwVBdSN5//30WLVrEgAEDME0zcFeqDaKmaVnbX3JPEIETfjKqqFTtPgG2bt3KAw88wP3330+3bt2CwLjqbm6aJp7nBUKXk5MT/G779u254YYbeOaZZ9ixY0ed163//2xmd8W8P+YY7e53VJLD971Walca4cdT/7558803Wb16NYMHD6Zly5bEYrHgnkkkEkE7Lql3++802Sh+/WaiQuOhXCqu6xIKhVi/fj1vvvkmZ555JgcffDCmaWLbdp2kkdQEk1SUdTd69Gii0SjXXHMNDz30EF26dCGZTAaPK6HMZlJ7E6oFL/XfatFUXWF2l7SjNh+pj2/ZsoUZM2YAtUXGubm5XHfdddi2XWdRVX1GPc+TpKA9xHXd4Bp2XZdNmzYxefJk2rVrx5VXXkmzZs2CtH/1vFgsFvy+1Ij+d5rsFZnti1s6YRgG27dvp7i4mPXr1/PXv/6Vk046iUMPPTQImqvF9ofOm1qUTdMkNzeXSy+9lPvvv58lS5bQpUuXoIFsdXV1nRs9m1HCBgQlF7FYjGQySTgcBgiO2+5QyT7qNUzT5Nprr2XevHlByno0GmXx4sU8/fTTwd9N3dRIrHTPUZs1TdNIJpMMGzaMwsJCxo4dS5s2bYJkE3WsZQOx5zR5+1Z1yFAd6Bv6b4urrPY4FBYW8u233/L73/+eNm3acPDBB6PretBiSC22P3S8lMsSanenbdu25fnnn+e5557jvffew/M8kskkubm5ctzZdSwdxyGZTGKaJtFoFNd1iUQiuK5LIpEAfniis4qD+r7Ptm3bGDZsGPn5+Xz44YcsX76cVatWccMNN/Diiy8yduxYSktLg1hqKBQKsmCF/x3f94O4c0VFBSNHjqRNmzb89re/pW3btoHr3nVdLMsScfuRNFmBS3XFqEaj+9qqqy+iYkXuoqqqittvv53NmzdzwgknBIJmmmZwc/43UVJuS9d1g3jdKaecQtu2bbnqqqtYtGiRpEenoIRFCU1qrEy5vyKRSNB9/r+91pYtW7jvvvvQdZ0HHniAQw89lA4dOtCxY0fGjh3Liy++yDfffMPDDz8cvK7qNiPnY89R1tlll11GOBzmvvvuo1WrVkEZjbKmw+GwbCB+JE1W4FJHsKh6K7Uw7suv+ou03Niwfft27rvvPmzbZurUqbRo0YJkMolt28H5Ua6YHzpeatOissZ83ycvL49bb72VaDTKhx9+GDym+u9lM2pDoOI0hmFQVVVFaWlpMLVBWdHJZPIHX6uiooKnn36aNWvWcP/999OqVSuAwBKMxWL06NGD+++/n7feeovrr78+sEAk2WHPUZ16TjzxRLZu3crjjz8ejLxJneFWXV1NTU2NuIB/JE3G7k1NKkkdhPnxxx/zwQcfNMhwzAMOOICTTz456AOXjahdpRqD43keGzZsoF27dlx11VXk5+cDBDekOmdqIfxvvfLUwhwOh3Ech0gkQteuXXn22We54YYbCIfDDBs2LIjBqVZF6rX/m4g2VVQiiNr1w65FUiX5zJ8/n5tvvpnmzZvzxBNPcPDBBwME4qdeR8U61TEDePPNN3nwwQeZPXs2ubm5wWsrEfV9n44dO+L7Pg8//DDnnnsuffv25eKLLyYvL+87iS2ZeA5+LGrjlmpx79ixgxtvvJEOHTowffr0wMpWsVP1/NzcXMlS/Qk0GYFLxXVddF1n3bp13HHHHSxfvjww4/fVjeX7PlVVVTz77LOceuqpeJ5HTU0NOTk5WbO7UsdduWoty2LVqlV8+umnnHzyyey///51Fs9UUoVud6jjqNybkUgk+N0jjzySs846i7vvvptOnToxcODAIAif6fE427aDWBfsErvUzMV58+YxefJkzj//fGbMmMFbb73FAQccABAUBKtNYOqMPs/zWL58OdOmTWP48OEcccQRQaso9dr1z2W3bt0YOnQos2fPpnfv3rRv3z44Z6kiJ5nOtaj4qNrkbdq0iWuvvZYOHTowefJk4vF40Cg5tQRAka2b6b1BkxA4tTMHgh5sjuOwZMkSevfuzaxZs4IYw766GCzLolu3bsyZM4c+ffqQk5MT7FyzBcMwSCaTwfn49ttvWbhwISeffDIHHHBAncGme3NxU4v5tddey8qVK5k5cybHHXdcMPsq1Q2aidmVqXFHlc6vxMd1XbZs2cJNN93E/fffz5lnnknfvn2ZOnUqBx54ICeccMJ34nDq9RKJBFu3buU3v/kNRx11FHfccUfgVt5dUoOmacRiMcaPH89ll13GM888wy233BIInHqO4zjS+Hcn0Wg02BBv2bKF0aNHU1RUxN133015eTlt27atEzsVQdt7pLXApdb3pP7bMAxeffVVXnjhBa699trAnbUvW9fous5VV13FY489Rjwe56677qJt27Y4jlPn5s5kVEuteDzOqlWruOWWW7j66qsDcVNCo8bd7C00TSMUClFSUsJVV13FZZddxogRI7jnnnvo1KnTbmvqMgXDMIJaNhVzU1ZYTU0NM2fO5MEHH2TAgAEYhkHfvn2prKxkzpw5rFixgt69eweLbDQaDWJyq1atYvPmzVx88cX0798/sOiUN2R3x1PdhxdccAEzZszgnXfeYcCAAXUST1JdqdmOGkpaVlbGlClT6NSpUxBXLigoCO4bVcwt7D3S/miqmI0SLl3X2bhxIytXrmT48OEcf/zxdYLt+zLb6KabbsIwDCZNmsTBBx/MzTffHLjRsgFN09i+fTsbN25kzJgxHH/88Zx66qnB4/tyx25ZFqFQiJ49ezJ58mQmTJjArFmzGD16dNDqKy8vL2PnYdm2HQiPsrAcx2Hq1KksWbKEIUOGBI/X1NRw1lln0atXL1zX5cUXX2TOnDmsX78e0zRJJpPcdNNN9O7dmwEDBtCyZcs6Bcc/1KXe9/3Akj///PP57LPPGDduHIceeuh3XNTiotzF6tWrmTBhAq1bt2bMmDE0a9YMx3Gorq4mLy8vaFun4s/C3iGtBU7TtDo3tq7rxONxpk2bhuM4nHTSSUE8oiF2jaoA9umnn+aVV15h4MCBHHzwwVl1QcZiMe68806OP/54Jk6cGFjOivrW9t4mLy+Pyy67jLVr1/L3v/+d/v3706NHjzqJDpmIusaUx2Dbtm089thjzJs3jyeeeIIWLVoQj8cJhUIUFRXhui7FxcXk5uZy22230atXL7766qsgS3XIkCGYphl0rVfHTd1DiUSCaDT6nfehhCsnJ4dkMskVV1zB4sWL+dvf/sYVV1xBfn5+HYHM5HPyv7JhwwamTp1KUVER48aNo6ioKPBM5efnU11dTTgcpqamRuYf7mXSequbmqmnLoiVK1eSl5fH+eefX6fQOjW4va/wPI+cnByefPJJLMtizJgxweJu2/b39kxsiigXWOpnUJ/vtdde45BDDuH6668H6iYg7MvPrsoG1Pu76KKLqKmp4cYbb8S27SCb0Pf9ICU+tYNKUz4fsKvrhcpgfeONN1i+fDmPPvooXbt2xfd9wuFw4O0wTbPOYnnSSSdx9dVXM2zYMK688so6nodoNIppmkQikSBO933iplDF+NFolEMOOYS+ffuyYMECtm7dWqfxQrbh+7sG+KrjsGXLFh5++GFM02TSpEmUlJQENYsqQSoWi2EYBrm5uY39ETKOtBY41cJGJRIsW7aM3/3ud3Ts2JFDDz00EDW169zXrik1hPCEE07gwQcf5Msvv2T27NmBy6i8vBzP84LuEU0VZSlDrWuwoqIC27aZPn061dXVjB49mmbNmgHUcQmnpq/vzV17aq2VilMccMAB3HPPPaxYsYJnn302sPB1Xa9TZO55XpMvRFb1bMp9uH37djZv3sztt9/OUUcdFYhJfStM/Sy1MW/qfZLqhkydCP3f7iP1HHXuhw0bRvPmzZkwYQLJZJJkMhkkgzXl476nJBKJwJvk+z6bNm3ixhtvJB6PM3r0aNq1axfEp5VLsv65EfYuaS1wsGvnXl1dzW9+8xvatGlDnz59ghusIXfoqf36+vbty5FHHsnw4cN57rnnSCaTgXum/syzpobqPags6IKCAt58801eeOEFTjvttMAdqPoQNga6rtO3b1/mzp3LAw88wAsvvBC8d9WiSrU7auouZJVEZZoma9eu5cUXX+SUU07hkEMOCc5BQ3gwoK7LUQlp69atGTRoEPPnz2fhwoVB93tgn8bE042cnJzgXG3evJnf/va35ObmcvPNN7PffvtRU1MTuH9FzBqGtBc4tWC9+eablJaWMn78eJo3bx7cOP9rG6i9hed5RCIRTNPk4Ycf5vjjj+eJJ54gHo8HCQ6O4zT5Czi10Hf69OlMmTKFUaNG0axZs2CRa0xLVb2H4447jqOOOoq77747SHFXmwyVfahmaTVVXNclmUyybt063nnnHc4880wOOuggYFfSh8rU29deDGV9qM5Byrty4okncvfddzNx4kQWL14cPLep3wd7grr24vE448aNo7q6mvvvv58DDzwQ13XJyckJ+oTKpPqGIe0FLhKJsGXLFm677TbGjBlDbm4uuq4HAXLVxaEhbiTlckkkEvi+T/v27bn44ov5z3/+w/jx44M07n1ZcN4QaJpGZWUloVCIOXPmMHLkSKZNm8aJJ54YuFhc1yU3NzeIxzTGe1Tn/U9/+hP77bcfgwYNAnYV5avvm3orKcMwiEQi3Hbbbaxfv56OHTsG17/ycKhuJfvaYlLxWVW4rN5fLBZj2LBhrF+/ns8//5xQKBS4VrMF5VU6/fTTWbNmDVOnTqVly5ZBaCM1AaupexWaCml99Snrbc6cOUyZMoX+/ft/p+FxQ6eFq8VdJb+cfvrp/OpXv2L69Ok8+eSTGTFhQCXTrF+/nmeffZaXX36Zzp07Ew6Hg/EpqjenSnpoaJTlooL1p512Gm+//TY33ngjVVVVxGKxwNrOhPOxePFi+vXrx0033RQIduow0obq6K9coeoeUN+r9zl37lweffRRnn/++Ua7NhqLrVu3MnToUA477DDmzZtXx43vOE6djbiyuIV9S9oInFo41Q2hTPiJEyfy0EMPMXjwYCKRyHcso9Rg7b5GuUNzcnKCv52Xl8fo0aMZM2YMs2fPZsWKFcHuLHXStfp/OsUkUls3WZYVuBw1TSMejzN37lxGjx5N3759AzefshRSWwo1hrWq/q5lWUSjUW699Vbuvfde/v73v1NaWlqn12JD9CndGyixSh0b5Hke8+fPZ+XKlZxzzjkUFRVhWVYgcur6BxrEUq1/zlMTJuLxOIcffji9evXimmuuqVO/Wn/SQVNHeXHi8Ti+75NIJBgyZAi+7/O73/0OqF0nlKip7jNSBN+wpIXAqYtfLViVlZWEw2HKysooKytj1apVwY2vsiobi/oZT6rjfffu3fnqq6944IEHglR1JWhKuNXFnS6kFuNqmkY4HGb79u0kk0kmT55MJBKhT58+dTLsUvsTNmbml3rfahEBGD58OIMGDeLSSy/lm2+++U4GYbpjGEbQoV9ZaP/617/YtGkT/fv3Z7/99gvGCH2fp6Chzsfujmdubi6O4/DYY4/Rp08fBg8eTDwep7S0NGjE8ENF5E2FZDJJNBolHo+Tk5NDaWkp5513HolEgueeew6oPRfJZPI7jSBSE3SEfU9a3PVqRIRytaiL4tprr+W8884LdnyO46RdhqJaaM855xzuvPNOduzYwZtvvgkQxOTUYtAYQ1n/G0oc1OYiFotx//338+WXX3LiiSfWeSydUBue6urqIBar6zqnnHIK27dv55prrmHZsmXArhq+dMd1XcLhcCAEn332GR9//DEnn3wy++23Xx23bLqllauyAKjNfH7++edZvnw58+fPD5LCUjucNGXUCKFwOMyOHTsYN24cnTt3Zs6cOTiOE2y6sqEReLqTFgKnLgJVyGoYBh9//DEtWrSgd+/eweJVVVWVdm6+VCvoggsuoE+fPgwbNoy33347WFhTk07SaVEC6rhTTdPkwQcf5IsvvuCOO+6gU6dOgQCqER7pgnLPKctAWcennXYajzzyCEuXLmXVqlVBD8d0O+7fh7Lckskkn376KfPnz+eCCy6gdevWgbAlEok6Ex3ShdQemZZlUVBQwJgxY3j66adZunRpnfq6dLp/fwzKhbxx40auv/56DMNg4sSJQR9PdW1mWx1gOpIWAqdiJarC/4MPPuCqq67ikUceCfoLuq5LSUkJVVVVaWfeG4ZBWVkZkUiE/v3706pVKx5//HHKysq+E69IJ5QVZFkWNTU13HfffSxYsIAxY8Zw2GGHBZaEWrTS6f2rayISiQSLp6ozOuigg+jTpw/jx4/nvffeCxJi0h3ldqyuruaVV17h6quvpnnz5sFjKpsSGs4d+b+iro9QKEQkEiESiXDhhReSTCYZM2ZMMIUCmv74F03T2Lp1Kw888ADV1dXceeedtGrViry8PCorK4PPGQ6HGy3LWKglba40lQVWXV3NW2+9xS233FInzqUC1krw0glN0ygsLMTzPI488kieeOIJotEof/nLX6iurg522umYOaUstzfffJOVK1cyZcoUjj766OAxlTmpdqTpQupsNGVBq/rEQw45hNtuu42DDjqImTNnUlFR0SQWVeUKXrRoEccee2wQ01IWW2rCTLpZcMoTkJrQE4vFuO666wiFQkyfPj1wc6fT+/4xbNmyhalTp6LrOv/v//2/oKuP7/vBOVP3S2M1QhBqafC7Xt3Eqe21UrPzXn31VY4++mguvPDCIKlB7dKVNZROFlzqe1Kf4ZhjjuGiiy5i6tSp/Pvf/0bXdSoqKhp1FIYK7qsdZWqKt67rzJ49myuuuIIePXp8p3l1OByuU/eULqhjXr8FlaZpQSbfrFmzmDp1KqWlpd/ZYDTWQqtcq/XbWbmuy/PPP091dTVnnHFGnVT81Hiu+j6dLDh1/FMzOyORCAMHDmTo0KH8/ve/p7S0tM79W3/jl25WthJky7ICj8GGDRsYPXo05eXl3HTTTRQXFwMEYpaaYZxu90s20uBnQNWFqKGlqQ2Vy8rKWLZsGUcddVSdGyGdbuTdUf89/uxnP+PYY4/l0UcfZeXKlUFRdGN1/wiFQkHrqmQyGbjtNm3axNlnn01RURE9evSgsrKyjlBA03EppZYF6LpO7969ueSSS5gxYwZz5syhuroa27apqanBsqw6qesNiW3bxOPxoFhdlWjMnTuXVq1aMXDgQIBgindTuP7h++9T13U54YQT2H///XnwwQfZtm1bkGGsUCKebtdZKBSivLw82Ixs2rSJhx56iGg0yrhx4+jQoUOQM5D62ZvK+coGGuWKUskXqhmu53msXbuWmTNncskll9SJOzRVWrVqxdSpU3n33XcZO3Ys27ZtIxQKNVoHA9UqSFkDnudRWlrKiBEj6N69OxMnTiQ/P59YLNakj3uqldqyZUsmTZrEJZdcwv/93/+xdevWOjvsxmqpphZF5X6MRCLMnDkTXdfp379/0GZM13Vs227SC6au67Ro0YL+/fsza9YsJk2axLZt24C6G6h0vOY8z6OwsBCA7du3c++99+K6LmPHjg0SsFI3VUL60eACl9rKSvWzq6io4I477sB1Xbp06YLrummX1LCnGIZBfn4+M2bMYPbs2WzZsqVR3RaqxkqVZLiuy+DBg+nSpQu33XYbrVu3pqamJni8qeL7fuAhsG2bli1b8otf/IK1a9dyySWXsGHDBpLJZJAM0RiohTGRSGAYBnfccQfdunXjjDPOID8/P3ieStpoyounaZqEQiGuvvpqbrzxRv7yl7+wdu3a7zRjTsd7XW2UampquPnmm1m9ejXjx49n//33x3GcoKek6j8rpB8Nvtqq9kkqrgawcuVKjj76aC6//HLC4TDhcJhIJJJWSQ17itqdH3300UyfPp2LLrqIBQsWNNpnUi5fz/NYsWIF55xzDn369GHChAlBW6vCwsJgtlpTRcW0VJPleDxOhw4duPnmm1m/fj333HMPkUikUT+nss6i0Sh//vOfOf744+nZs+d3+phmgmWg3JGGYXDiiSfSrFkz7rjjDr744ou0b2sXjUYpKytj5MiRhEIhXnjhBZo1a4Zt28EmSiWRSG/J9KTRnN6qNde///1vJk2axOGHH05xcXGwa2rqIyVUIoBpmlx44YVomsbkyZMb7TO5rhu4u+bPn8+AAQOYOHFiMNpExeT+l3lg6YxhGNTU1ATZn2ozdemll9K5c2fmzZvHRx991KhuMbWw27bNihUr6NmzJ0Bw/OvTlO8DtfBrmkbPnj2ZMmUKa9euZcmSJWnvpfF9n6uuugrf93nggQcoKioKkrXURlWtV+nWCEGopcFXMhVXUG6wtWvXcuKJJ9K/f39gV79H1XdSLQZN7Qt2JT1omsaSJUv4/PPPmTZtGr7vU1NTE8QiVeKJEiHY+yUFynW3bNkynnrqKY499lhKSkqCbgsqS7J++n1T/FKirZI01BDUOXPmEI1GOfvss9m2bdv3dppQyU9787hD3RZNjuOQTCaZMGEC5557bvB+Va9C9Xz11djH86d8qVCEij8ffvjhdOrUiREjRvDRRx8FdZiapgXjjuqfk4YQj/Lycny/djKJ8micfvrpfP3110ybNi1wZ6dmf6trTGUaN/ax/qnnSa1V6lz80PNTPVEqHFD/vKUDjZJFGQ6HSSaT/OMf/2Dz5s3ceuutDf02GgTf94PegoZh8P777/PHP/6R6dOn12nJlBpnSb3Q9uaNbRgGCxcu5JJLLuHmm2/mmGOO2Wuv3RRwXZfi4mKef/55SkpKOPzww4PJ08B3btq9Rf2O+wBVVVU8/fTTDBkyhG7duhEKhaioqNjrfzsdUIunOgbt2rXjzjvv5MADD+Smm25i27ZtQQ1sqqArsVM1ZfsSFTZRwlVRUcENN9xAfn4+n376adDQW+UMZCq+7wees/9WhpJ6ToE644DSiQbPJlC76YqKChYuXMjAgQNZu3Ztxvmw1U0ai8WoqKgIdqaHHXYYU6ZM4YwzzgB2uWKVL19ZcEVFRdi2TUlJyV55P57nMW/ePB566CFOPfVUNm/eHBRyZwOe51FQUEBJSQmdO3dm4cKFTJs2jbPPPrvO9PLi4uK96qJVNZ7q5ldJCX369KFjx45s3rw5EIF4lnSNSwAAC/FJREFUPL7X/m66oDZupmlSVVVFNBqlY8eOdOvWjdmzZzN9+nR+8YtfALVrw7Zt28jLyyMWiwUhi32d9OT7uxKTlJiWlZUxbdo0SktLSSaTQXZupt4vtm2Tm5sbhI7Ky8vZuHEj0Wj0O8/VNI38/PxgNqe6ttXU+XRC8xvYrkwkEiSTSYYMGUJhYSGbN28OkhsyCd/3g2asqvlqTk4OFRUVdOzYkTVr1pCbm1vHpbZ+/Xpat26NruuUlZUxZsyYQAh/CslkkokTJ7Jq1Sps28a2bfLz8zPumP8QKs4ItbvNHTt2YJomJSUllJWVEY1G+fnPf84FF1xQpyXWT0XNq1NWued5PPfcc8yePbtOQX1q6UwmoT6jalulNhKp3T5M0ySRSGCaJrm5uSQSCY488khGjhxJcXFx8Dv7EsdxguSRCRMmsGLFCsrLy4lGoxQWFpJIJKioqCAvL69B3k9Dk9ouUdWI7i7Rr6ioiN/85je0adOmTg2j2qilEw0ucGrkTWrXA1X8nUmkdk9Xhey2bQcxSOWiVHEX3/frLHSqL+feWPB8v7aXZDKZDERVXZTp1BVmX6ISbNTntm076AqfOsolde7d3kAljqQm8KiRT8pdn+5unp+Kcv+q3b6KNauaxHg8HmS2qgxTdZ7qW8D76v1VV1fX6dijmlDArsVfnatMvGeUu1HFpdXatLvnqgSu1LUkHWkUgVMHUtUCRaPRjLux1WFV5QJAcFGkZvCpnWxqcgfsSnffmwutcsEoMU3HHde+IvUGTiQSwc2ZetzVgpraIPunomruUhfr1EG4ahOjBDfTUG4r5WqsXwKhElDUv9XGTqE2fftyA6yuC7UJqv/3UpORMnEzDruu09S14Ydm96l1PN2PRYMLnCAIgiA0BOlpVwqCIAjCT0QEThAEQchIROAEQRCEjEQEThAEQchImqzA7VlmjLvza+cv+sH/8PHwcff4FYX/Ad8FvODI+oCnfu67+EB858/xE8g52Dv4Kf/VnoHan9Yed6/2J37wU6Gx8Nl5hixwk3iAjTonDvi1C9XOMyb8CJqkwNXeuh4e3k6B8us/YdeXB5AApwonmcROguOA7aoLx8HH2vlayJX0I1Dp7qqWzHVdfM8DuwasOI7j4bpgeWABuEmwa3CBTYAD4JUhB3/voO4NFx+LnccXF7dmB1hV4Nlg1WDbLi7g7KxLUw2391XbMiEFH3wb4k45OFuhupSkDxWA6wNuOdg2jlW7CUx4shX5MTTZtgk+sLMt7f/0/GQiwZvz3+KAg47kwIM6KbNh52tp/+OrCLujfiHvzJf+zMt/nEy1Wcw62tJWryBXd7j1lts4vPcJ5OfH8FxoboCOB1o+/+u5FH4YHR8PHRcdk9pdrI+Orxmgg5+owtJizPnbXKZOfRjds2nduhU9evTg/PPP5+CDD86a+sjGxPchZIY476zTyN2wjS8LDsaLFRKt2UKfY/ZnzKi7KWnRhspKm5L89K43S1eapAVXi8auBfG/3Iy+Rnl5Jc888wzPP/cnauKqW7xW7+u/v5TwXVRBumEYVFVV4fs+l112GTf96pds2LSBe598gXnz3+CxB+7i1ht+yXOz/sa2JLge5AOG5wExmvTlmDbsdEWi4wAhHAw8PHTMnDxwkmghjRmzX+PL/3zFG2/M5d13/8mTTz5JOBxm1apVTX5UVVNCQ+PJJ5+kdevWDBw4kL+9PpMF/1jAxRdfzF1338WiRWspzA+Jb+NH0kRXlO8Rph96qg9bt5aRkxPli2WfsaV0E3pQoG9Qexjkhv6xqNZTqmFrKBTC9zx0J05eXgwnHML1oXlhDp1aN+O1eW+xvQoMHfj/7d1PbFVZHcDx7zn3z/vXluJrbengTCmBOJkwDk6BiCQ4k4lxxkwU48K4MXFjjAs3GhcuTGYwRF1oFEmMmRgzhKVsulAxgRVC/TNERwgQoC1MKIXX9lHen3vvuee4uO+1k2gkNC3Q6++TNF28RV/vv9855/7O75e2AUXiNuxiwtPHZQO4bOk3BmeyNz1WASkfXP4HR39znH0HDtBbLmKtpVqtcvDgQXbs2AEgS5SPgdaQuqySTRRFWQWXzkrkSy+/zM4dOzlx4gTz9TapnI9V2aAB7iGUy346L+LiZhtP++zdu4f3LvyVa9eusFINSJMFOZnBrVa3vFK35Fir1cpKlBVLOJcQmhaegqXIsNAy7H3pBTaVwPMgVUWs9fCd3MBrpnMsDWQverBZson2IND89p1fc3vhAT39HwEsSmeDk127djE2NrbcOkasL2vp9MvLWgMpFL4iG3wrxdj2MSYn/8LVK1ee9FfdsHIY4Fx25ThLN8vEGMvS0gP2799Pf38fk5NnaUftlew+l8PD8Bh1ixdDVnuwUqng+T7txHDnzix/mDjJ0WNHmfj9H/ncm1/gK1/+Ej2l7B2EUZ33qRLg1o770K9O5qQDrAOSmEsX36dv8wA9fX1Yl+Js1sUgDMPl2oMyg1t/2s9qW5bLZSDrfh6nYFPAZudlbu4ON27cwH9Kixk/7XJ11LrNK7ObMwtuNom5evUa169PU6vdY3jLIOcnz7KwUCPtZOJ2Z3PWGpwzSPL0o+l2Qe62ezHG4DrV1yvlCr29vYxt20alXGZhvsZivU6SgFKgVbZU6eSBuk5WlvGVArRmenqaIMgCmlIK1ErF/26SkJSoXX8uhdALSFO7fB787mKS9nDOorVHqVzGyP2xKrkKcJ7vAQ6lIYraOGuI4jbTUzO89/cLnDlzmjD0uPXBDJcvX8T3IYqg2YzB0ckClBv7UX24rUa3v5nn+7Tqiyjts+/VN3nj9c/zxmufYW7mOj/+2TFm7jQBCKzNHrBBPhtJPhGd5UUPQAWgNB5gogjwGN2+E9NYpFFfROHh6ZUWNY1GA9/3c9kS5mmjNDTaTbRSGGNot9vLn8WtJoVikZ6eHgYHBvBkBrcq+TpqDtLUoLQiDAOUp2m1mgwPj/DWW29z5EdH+OWxXzAyMsTdu3NYC2EAlXIICoyJsc48/O+I/2CMWR79p2lKFLUZ3jKC1gGeApPCpk2bqVYHOH/uz7Sajc7MOduNKAOLNdTJoPIBdAjKwwMqBR9S+NrXv0EhbaNMgklX9jDW63WmpqZIkoQoip7kf/B/wVmoFCs0mk0KhQKVSoXOJJuwUGD29m12797Nc8+NPumvumHlK8ABaWpxnaUWl6bcvTtHHCcEpTI4ePbZZ/jo0ADnzp+j1TJZsYDOs9X3falqskrdrQLdpq5aa+qtlEJYxCzWCDyYfxBzY3aeVw/sYbCvgPYg1j7ZTsQYOe5rRGXHNACsCrBkAU6nMRTK7P30K+z/xAu8f+ECaA+lNPfv32diYoLJycnlHm5ifa3k8WS9COdr8yggihLuzs0xc/Mmhw4dYsuWzXJnrFLuruIwDAHLg6U6J0/+jhPHj/Px7S8yOjrK8MeqnD59iksXLzJ98wxLiynf/c73ef75Z4jaFkeTUlGWZh5VkiQkSUK5XKZYLBJFEX86dYojb/+U2dl5fvWDb/FO3CAMi7z4yVf46hc/y7ZqgAFqwIDSBGkdvCqdhTWxairb1I1F4xGj8ICAtLPjW9M7MMT3vv1NDv/k57z77nH6ygED1Sq+7zM+Pg5Iksl6cw7iKMGoNocP/5C/nTtPbU5z9p+XGNBNxneNsG/Pa3zqwDiphSB3U5HHY0M2PP1vX1gtf+KwaYr2FPO1GrVajdArMTIyQlDyuHlriihOSAzgQraNbsf3s5R1hSUxLQK/jOwXeDTdy6jbtbxWq9FYvEej2cIon0q5hzhVVAeHGOzzwFlSr0Ad6MPhm0XwN5HDRYXHzi3X/1SkqM5GmBSSGHw/S6e0ltv3FrnfaGGTCGMStm7dSqFQoFgsrlknefE/pGC9iKkr/6IvSrml+3FhCT9eYnBzSH/fEIVSDy2g4MnQbzU2ZIATQgghHkaGaUIIIXJJApwQQohckgAnhBAilyTACSGEyCUJcEIIIXJJApwQQohckgAnhBAilyTACSGEyCUJcEIIIXJJApwQQohckgAnhBAilyTACSGEyCUJcEIIIXJJApwQQohc+jdSwHVB9+HD9wAAAABJRU5ErkJggg==)
1.甲地有177吨货物要一起运到乙地。大卡车的载重量是5吨,小卡车的载重量是2吨。大小卡车从甲地到乙地的耗油量分别是10升和5升,则使用大小卡车将货物从甲地运到乙地最少要耗油多少升?
A.442.5 B.356 C.355 D.354
2.社长、主编和副主编三人轮流主持每周一的编辑部发稿会。某年(非闰年)1月6日的发稿会由社长主持,问当年副主编第12次主持发稿会是在哪一天?
A.9月1日B.9月2日C.9月8日D.9月9日
3.如下图,正方形ABCD边长为10厘米,一只小蚂蚁E从A点出发匀速移动,沿边AB,BC,CD前往D点。问哪个图形能反映三角形AED的面积与时间的关系?
山东公务员考试网参考答案与解析
1.【答案】C。解析:大卡车的成本为10÷5=2升/吨,小卡车的成本为5÷2=2.5升/吨,尽量用大卡车,177÷5=35……2,则大卡车需运35趟,剩下用小卡车运,所求为35×10+5=355升。
2.【答案】C。解析:社长第1次主持发稿会到副主编第12次主持,共经过了(12×3-1)×7=245天,1月剩25天,2月28天,3月31天,4月30天,5月31天,6月30天,7月31天,8月31天,25+28+31+30+31+30+31+31=237天,245-237=8,故所求日期为9月8日,选C。
3.【答案】A。解析:小蚂蚁从A到B时,三角形AED的面积不断变大;从B到C时,三角形AED的面积不变;从C到D时,三角形AED的面积不断变小。故选A。
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