[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"$ftjjXYRNtZp7LC8CFtzy5UTD36VnEgL6kTflZTEeonLg":3},{"answer":4,"createTime":5,"id":6,"options":7,"origin":12,"question":19,"related":20,"source":30,"type":31},[],"2025-11-22 08:29:16",239007368,[8,9,10,11],"拉格朗日","陈景润","费马","莱布尼兹",{"count":13,"courseId":14,"courseImg":15,"courseName":16,"workId":17,"workName":18},85,"53e1d2ef4961cca8eea3e23969ad2cb9","https:\u002F\u002Ftihai-oss-cloud.itihey.com\u002Fimg\u002F03a579384a6dc297c89809b582fcc767.png","默认课程","exam_167099884","算法与程序的奥秘期末试卷","二进制是由数学家()发明的",[21,32,41,50,58,61,67,76,85,92],{"answer":22,"createTime":5,"id":23,"options":24,"question":29,"source":30,"type":31},[],239007364,[25,26,27,28],"1","2","3","4","在世界数学史上,共发生了()次数学危机","v1",0,{"answer":33,"createTime":5,"id":34,"options":35,"question":40,"source":30,"type":31},[],239007365,[36,37,38,39],"只含x的奇次幂","只含x的偶次幂","同时含有x的奇次幂和偶次幂","以上均有可能","n为偶数时,Chebyshev多项式Tn(x)()",{"answer":42,"createTime":5,"id":43,"options":44,"question":49,"source":30,"type":31},[],239007366,[45,46,47,48],"&phi;(X)=X+1,X&isin;A","&phi;(X)=X+2,X&isin;A","&phi;(X)=2X,X&isin;A","&phi;(X)=4X,X&isin;A","A={0,1,2,3,4,5},B={0,2,4,6,8,10},下面的哪个映射是集合A到集合B的一对一映射?()",{"answer":51,"createTime":5,"id":52,"options":53,"question":57,"source":30,"type":31},[],239007367,[54,54,55,56],"*",".*","","对于具有相同维数的向量与向量之间的乘法运算我们用运算符()",{"answer":59,"createTime":5,"id":6,"options":60,"question":19,"source":30,"type":31},[],[8,9,10,11],{"answer":62,"createTime":5,"id":63,"options":64,"question":66,"source":30,"type":31},[],239007369,[27,26,25,65],"0","Cotes系数之和为()",{"answer":68,"createTime":5,"id":69,"options":70,"question":75,"source":30,"type":31},[],239007370,[71,72,73,74],"生成一个3x3的单位矩阵","生成一个3x1的 单位矩阵","生成一个1x3的单位矩阵","生成一个3x1的全1矩阵","在MATLAB中,eye(3)表示的是()",{"answer":77,"createTime":5,"id":78,"options":79,"question":84,"source":30,"type":31},[],239007371,[80,81,82,83],"6","7","视具体函数而定","5","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":86,"createTime":5,"id":87,"options":88,"question":91,"source":30,"type":31},[],239007372,[89,90,25,65],"黄金数","圆周率","斐波那契数列后一项与前一项比值的极限为()",{"answer":93,"createTime":5,"id":94,"options":95,"question":100,"source":30,"type":31},[],239007373,[96,97,98,99],"输出数据行","输入数据行","远大于符号","命令行","在MATLAB编辑中,以&quot;&gt;&gt;&quot;开头的表示()"]