Zhrnutie - logická stavba matematiky
[{"question":"Defin\u00edcia je","answers":["vymedzenie pojmov pomocou z\u00e1kladn\u00fdch pojmov alebo pomocou pojmov sk\u00f4r definovan\u00fdch","v\u00fdrok, ktor\u00fd pova\u017eujeme za pravdiv\u00fd","v\u00fdrok, ktor\u00fd sme zostavili z pojmov a nepatr\u00ed medzi axi\u00f3my","je \u00favaha, ktor\u00e1 zd\u00f4vod\u0148uje platnos\u0165 matematickej vedy"],"correct":"vymedzenie pojmov pomocou z\u00e1kladn\u00fdch pojmov alebo pomocou pojmov sk\u00f4r definovan\u00fdch","order":"1"},{"question":"Matematick\u00e1 veta je","answers":["vymedzenie pojmov pomocou z\u00e1kladn\u00fdch pojmov alebo pomocou pojmov sk\u00f4r definovan\u00fdch","v\u00fdrok, ktor\u00fd pova\u017eujeme za pravdiv\u00fd","v\u00fdrok, ktor\u00fd sme zostavili z pojmov a nepatr\u00ed medzi axi\u00f3my","je \u00favaha, ktor\u00e1 zd\u00f4vod\u0148uje platnos\u0165 matematickej vedy"],"correct":"v\u00fdrok, ktor\u00fd sme zostavili z pojmov a nepatr\u00ed medzi axi\u00f3my","order":"2"},{"question":"D\u00f4kaz je","answers":["vymedzenie pojmov pomocou z\u00e1kladn\u00fdch pojmov alebo pomocou pojmov sk\u00f4r definovan\u00fdch","v\u00fdrok, ktor\u00fd pova\u017eujeme za pravdiv\u00fd","v\u00fdrok, ktor\u00fd sme zostavili z pojmov a nepatr\u00ed medzi axi\u00f3my","je \u00favaha, ktor\u00e1 zd\u00f4vod\u0148uje platnos\u0165 matematickej vedy"],"correct":"je \u00favaha, ktor\u00e1 zd\u00f4vod\u0148uje platnos\u0165 matematickej vedy","order":"3"},{"question":"Axi\u00f3ma je","answers":["vymedzenie pojmov pomocou z\u00e1kladn\u00fdch pojmov alebo pomocou pojmov sk\u00f4r definovan\u00fdch","v\u00fdrok, ktor\u00fd pova\u017eujeme za pravdiv\u00fd","v\u00fdrok, ktor\u00fd sme zostavili z pojmov a nepatr\u00ed medzi axi\u00f3my","je \u00favaha, ktor\u00e1 zd\u00f4vod\u0148uje platnos\u0165 matematickej vedy"],"correct":"v\u00fdrok, ktor\u00fd pova\u017eujeme za pravdiv\u00fd","order":"4"},{"question":",Prvo\u010d\u00edslo je \u010d\u00edslo delite\u013en\u00e9 jednotkou a sebou sam\u00fdm.\u00b4 Ide o:","answers":["axiomu","defin\u00edciu","d\u00f4kaz","matematick\u00fa vetu"],"correct":"defin\u00edciu","order":"5"},{"question":",Vektor je mno\u017eina v\u0161etk\u00fdch s\u00fahlasne orientovan\u00fdch \u00fase\u010diek rovnakej ve\u013ekosti.\u00b4 Ide o","answers":["axiomu","defin\u00edciu","d\u00f4kaz","matematick\u00fa vetu"],"correct":"defin\u00edciu","order":"6"},{"question":",Ka\u017ed\u00fdm bodom mo\u017eno k danej priamke vies\u0165 jedin\u00fa rovnobe\u017eku.\u00b4 Ide o:","answers":["axiomu","defin\u00edciu","d\u00f4kaz","matematick\u00fa vetu"],"correct":"axiomu","order":"7"},{"question":",Os \u00fase\u010dky je priamka, ktor\u00e1 prech\u00e1dza stredom \u00fase\u010dky a je kolm\u00e1 k priamke, ktor\u00e1 dan\u00fa \u00fase\u010dku obsahuje.\u00b4 Ide o:","answers":["axiomu","defin\u00edciu","d\u00f4kaz","matematick\u00fa vetu"],"correct":"defin\u00edciu","order":"8"},{"question":",Priamka je jednozna\u010dne ur\u010den\u00e1 dvoma r\u00f4znymi bodmi.\u00b4 Ide o:","answers":["axiomu","defin\u00edciu","d\u00f4kaz","matematick\u00fa vetu"],"correct":"axiomu","order":"9"},{"question":",Rovina je jednozna\u010dne ur\u010den\u00e1 3 r\u00f4znymi bodmi, ktor\u00e9 nele\u017eia na jednej priamke.\u00b4 Ide o","answers":["axiomu","defin\u00edciu","d\u00f4kaz","matematick\u00fa vetu"],"correct":"axiomu","order":"10"}]