[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"$foz3UZLZfFYJCdKrhPkL3iaPmv_sqfZuckxqEyON4wak":3},{"answer":4,"createTime":5,"id":6,"options":7,"origin":12,"question":16,"related":17,"source":27,"type":28},[],"2026-01-27 06:01:46",317208492,[8,9,10,11],"有理数域","复数域","实数域","整数域",{"courseId":13,"courseImg":14,"courseName":15},"53e1d2ef4961cca8eea3e23969ad2cb9","https:\u002F\u002Ftihai-oss-cloud.itihey.com\u002Fimg\u002F03a579384a6dc297c89809b582fcc767.png","默认课程","最小的数域是()",[18,29,38,47,56,63,71,74,83,92],{"answer":19,"createTime":5,"id":20,"options":21,"question":26,"source":27,"type":28},[],317208486,[22,23,24,25],"Z2","Z","Z3","Z5","特征为2的域是()","v1",0,{"answer":30,"createTime":5,"id":31,"options":32,"question":37,"source":27,"type":28},[],317208487,[33,34,35,36],"至多三条","至少三条","至少有2条","有且只有1条","罗巴切夫斯基认为过直线外一点有()直线与已知直线平行",{"answer":39,"createTime":5,"id":40,"options":41,"question":46,"source":27,"type":28},[],317208488,[42,43,44,45],"0","½","1","41643","黎曼Zate函数的非平凡零点关于()对称",{"answer":48,"createTime":5,"id":49,"options":50,"question":55,"source":27,"type":28},[],317208489,[51,52,53,54],"必要条件","充分条件","充要条件","非充分必要条件","g(x)=±h(x)是两个本原多项式g(x)和h(x)若在Q[x]中相伴的()",{"answer":57,"createTime":5,"id":58,"options":59,"question":62,"source":27,"type":28},[],317208490,[42,44,60,61],"-1","2","i^4=()",{"answer":64,"createTime":5,"id":65,"options":66,"question":70,"source":27,"type":28},[],317208491,[61,67,68,69],"6","5","4","Eisenstein判别法中的素数p需要满足()个条件才能推出f(x)在Q上不可约",{"answer":72,"createTime":5,"id":6,"options":73,"question":16,"source":27,"type":28},[],[8,9,10,11],{"answer":75,"createTime":5,"id":76,"options":77,"question":82,"source":27,"type":28},[],317208493,[78,79,80,81],"2x+1","2x+2","2x-1","x-1","F[x]中,与x+1相伴的是()",{"answer":84,"createTime":5,"id":85,"options":86,"question":91,"source":27,"type":28},[],317208494,[87,88,89,90],"x^2+1","x^2-3","x^2-5","x^2-1","在有理数域Q中,属于可约多项式的是()",{"answer":93,"createTime":5,"id":94,"options":95,"question":100,"source":27,"type":28},[],317208495,[96,97,98,99],"f(g(x+b))在Q不可约","g(f(x))在Q不可约","f(g(x))在Q不可约","f(x)在Q不可约","若f(x)的常数项a0=±1,令g(x)=f(x+b),b=1或-1,如果g(x)在Q上不可约那么()"]