[{"data":1,"prerenderedAt":157},["ShallowReactive",2],{"\u002Fpublic\u002Ftopics\u002Frazonamiento-matematico\u002Fordenamiento-de-informacion?{}":3,"topics-with-content:razonamiento-matematico":115},{"course":4,"topic":12,"counts":17,"universities":22,"channels":36,"sampleQuestions":71,"sameName":114},{"id":5,"slug":6,"name":7,"shortName":8,"area":9,"icon":10,"sortOrder":11},17,"razonamiento-matematico","Razonamiento Matemático","R. Mat.","reasoning","i-lucide-puzzle",16,{"id":13,"courseId":5,"slug":14,"name":15,"sortOrder":16},1704,"ordenamiento-de-informacion","Ordenamiento de información",3,{"topicId":13,"courseId":5,"questions":18,"classes":19,"videos":20,"minutes":21},32,172,137,2187,[23,32],{"universityId":24,"questions":25,"years":26},1,24,[27,28,29,30,31],2026,2025,2024,2023,2022,{"universityId":33,"questions":34,"years":35},2,8,[27,28,29,30,31],[37,40,43,46,48,51,54,57,60,63,65,67,69],{"name":38,"classes":39},"Alberto Cruz",53,{"name":41,"classes":42},"Academia Grupo Ciencias",29,{"name":44,"classes":45},"Ciclo Uni-San Marcos",23,{"name":47,"classes":5},"Academia ipluton",{"name":49,"classes":50},"Academias Aduni y César Vallejo",15,{"name":52,"classes":53},"Salón Sapiens",11,{"name":55,"classes":56},"Academia_Pitagoras",7,{"name":58,"classes":59},"CEPRE UNMSM",6,{"name":61,"classes":62},"Trilce Multimedia",4,{"name":64,"classes":33},"Academia Internet",{"name":66,"classes":33},"META VILLARREAL",{"name":68,"classes":33},"Pamer Corporación Educativa",{"name":70,"classes":24},"Saco Oliveros",[72,97],{"id":73,"courseId":5,"topicId":13,"pastExamId":74,"stem":75,"options":76,"correctKey":78,"explanation":92,"difficulty":33,"status":93,"source":94,"stats":95},1515,196,"Alicia, Beto, Carmen, David y Elena se sientan en una fila de cinco asientos. Al respecto, considere las siguientes proposiciones:\nI. Alicia está primera en la fila y ninguna mujer se sienta al lado de otra mujer.\nII. David está sentado junto a Alicia.\n\nContando desde Alicia, ¿quién se encuentra en el cuarto asiento?",[77,80,83,86,89],{"key":78,"text":79},"A","Beto",{"key":81,"text":82},"B","Carmen",{"key":84,"text":85},"C","David",{"key":87,"text":88},"D","Elena",{"key":90,"text":91},"E","Alicia","","published","UNI 2026-1 · Aptitud Académica y Humanidades",{"attempts":96,"accuracy":96},0,{"id":98,"courseId":5,"topicId":13,"pastExamId":99,"stem":100,"options":101,"correctKey":78,"explanation":92,"difficulty":16,"status":93,"source":112,"stats":113},1677,199,"Cuatro estudiantes: Armando (A), Braulio (B), Carmen (C) y Doris (D) presentan en este momento distintas edades y se decide comparar estas edades con la relación “menor que”, según la siguiente tabla de valores veritativos.\n$$\\begin{array}{c|cccc}\n\\overset{\\rightarrow}{\\text{menor que}} & \\text{A} & \\text{B} & \\text{C} & \\text{D} \\\\ \\hline\n\\text{A} & \\text{F} & \\text{F} & \\text{V} & \\text{V} \\\\\n\\text{B} & \\text{V} & \\text{F} & \\text{V} & \\text{V} \\\\\n\\text{C} & \\text{F} & \\text{F} & \\text{F} & \\text{F} \\\\\n\\text{D} & \\text{F} & \\text{F} & \\text{V} & \\text{F}\n\\end{array}$$\nPor ejemplo, $A\\rightarrow B$ quiere decir que $A\u003CB$ es falso (F). Determine el orden de las edades de menor a mayor.",[102,104,106,108,110],{"key":78,"text":103},"BADC",{"key":81,"text":105},"DABC",{"key":84,"text":107},"DCBA",{"key":87,"text":109},"DBCA",{"key":90,"text":111},"ADBC","UNI 2026-2 · Aptitud Académica y Humanidades",{"attempts":96,"accuracy":96},[],[116,117,118,13,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156],1701,1702,1703,1705,1706,1707,1708,1709,1710,1711,1712,1713,1714,1715,1716,1717,1718,1719,1720,1721,1722,1723,1724,1725,1726,1727,1728,1729,1730,1731,1732,1733,1734,1735,1736,1737,1738,1739,1740,1741,1742,1791501535364]