[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"$f1xbrWHh6g59ZDEoNHR1_C2N-hVHO2rfL_p2DUQuYTPM":3},{"answer":4,"createTime":5,"id":6,"options":7,"origin":10,"question":17,"related":18,"source":28,"type":29},[],"2025-10-15 08:27:17",221411654,[8,9],"1","0",{"count":11,"courseId":12,"courseImg":13,"courseName":14,"workId":15,"workName":16},85,"53e1d2ef4961cca8eea3e23969ad2cb9","https:\u002F\u002Ftihai-oss-cloud.itihey.com\u002Fimg\u002F03a579384a6dc297c89809b582fcc767.png","默认课程","exam_166592492","算法与程序的奥秘期末试卷","1==2输出的结果()",[19,30,39,44,53,58,67,76,84,87],{"answer":20,"createTime":5,"id":21,"options":22,"question":27,"source":28,"type":29},[],221411646,[23,24,25,26],"高阶的Newton-Cotes公式","低阶的Newton-Cotes公式","低阶的梯形法则","高阶的梯形法则","辛普生法则也可以看做是()","v1",0,{"answer":31,"createTime":5,"id":32,"options":33,"question":38,"source":28,"type":29},[],221411647,[34,35,36,37],"2","3","4","5","定积分逼近的辛普生求积公式需要选取()个节点计算",{"answer":40,"createTime":5,"id":41,"options":42,"question":43,"source":28,"type":29},[],221411648,[8,9],"如果a=7,则~~a( )",{"answer":45,"createTime":5,"id":46,"options":47,"question":52,"source":28,"type":29},[],221411649,[48,49,50,51],"生物科技和物理定律","数学原理和计算机技术","数学原理和物理定律","算术和计算机技术","科学计算是为了解决科学和工程中的问题,根据(),利用计算机进行数值计算",{"answer":54,"createTime":5,"id":55,"options":56,"question":57,"source":28,"type":29},[],221411650,[8,34,35,36],"在世界数学史上,共发生了()次数学危机",{"answer":59,"createTime":5,"id":60,"options":61,"question":66,"source":28,"type":29},[],221411651,[62,63,64,65],"3&lt;4","3~=4","4&gt;=4","'A'&gt;'B'","下面哪个结果返回为0?()",{"answer":68,"createTime":5,"id":69,"options":70,"question":75,"source":28,"type":29},[],221411652,[71,72,73,74],"回文质数","完全数","三角形数","完全平方数","&pi;的前六位数字是()",{"answer":77,"createTime":5,"id":78,"options":79,"question":83,"source":28,"type":29},[],221411653,[80,81,82,37],"6","7","视具体函数而定","要画出一个函数在一个区间上的6次插值图像,需要取()个不同节点",{"answer":85,"createTime":5,"id":6,"options":86,"question":17,"source":28,"type":29},[],[8,9],{"answer":88,"createTime":5,"id":89,"options":90,"question":95,"source":28,"type":29},[],221411655,[91,92,93,94],"210","165","360","1665","洛书第一列数字从下向上递变为两位数之和则其值为()"]