[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"detail-sidebar-cat-0-id-113":3,"doc-seo-229173-113":53,"doc-detail-229173-id":120},{"code":4,"msg":5,"data":6},0,"success",[7,13,17,21,25,29,33,37,41,45,49],{"id":8,"doc_module":4,"doc_module_name":9,"category_name":10,"show_sort_weight":11,"slug":12},55,"Document","Agama & Spiritualitas",60,"religion-spirituality",{"id":14,"doc_module":4,"doc_module_name":9,"category_name":15,"show_sort_weight":11,"slug":16},48,"Cerita & Novel","story-novel",{"id":18,"doc_module":4,"doc_module_name":9,"category_name":19,"show_sort_weight":11,"slug":20},56,"Gaya Hidup","lifestyle",{"id":22,"doc_module":4,"doc_module_name":9,"category_name":23,"show_sort_weight":11,"slug":24},51,"Komik","comic",{"id":26,"doc_module":4,"doc_module_name":9,"category_name":27,"show_sort_weight":11,"slug":28},53,"Layanan Kesehatan","healthcare",{"id":30,"doc_module":4,"doc_module_name":9,"category_name":31,"show_sort_weight":11,"slug":32},54,"Penelitian & Laporan","research-report",{"id":34,"doc_module":4,"doc_module_name":9,"category_name":35,"show_sort_weight":11,"slug":36},49,"Sastra","literature",{"id":38,"doc_module":4,"doc_module_name":9,"category_name":39,"show_sort_weight":11,"slug":40},52,"Teknologi","technology",{"id":42,"doc_module":4,"doc_module_name":9,"category_name":43,"show_sort_weight":11,"slug":44},50,"Ujian","exam",{"id":46,"doc_module":4,"doc_module_name":9,"category_name":47,"show_sort_weight":11,"slug":48},57,"Umum","general",{"id":50,"doc_module":4,"doc_module_name":9,"category_name":51,"show_sort_weight":4,"slug":52},181,"Formulir","formulir",{"code":4,"msg":54,"data":55},"ok",{"site_id":56,"language":57,"slug":58,"title":59,"keywords":60,"description":61,"schema_data":62,"social_meta":113,"head_meta":115,"extra_data":117,"updated_unix":119},113,"id","matrix-practice-questions","Latihan Soal Matriks","","Latihan soal matriks berisi deretan masalah pilihan ganda yang menguji pemahaman operasi aljabar matriks, invers, determinan, transpose, serta sifat-sifat identitas. Soal menuntut kemampuan menghitung nilai variabel yang memenuhi persamaan matriks seperti A − B = C^{-1}, mencari hasil operasi komposisi matriks, dan menentukan x melalui persamaan determinan |A − xI| = 0. Materi juga mencakup hubungan antara akar polinomial yang berkaitan dengan matriks dan transformasi bentuk persamaan linier dalam parameter matriks.",{"@graph":63,"@context":112},[64,81,103],{"@type":65,"itemListElement":66},"BreadcrumbList",[67,72,75,78],{"item":68,"name":69,"@type":70,"position":71},"https://docshare.wps.com","Home","ListItem",1,{"item":73,"name":9,"@type":70,"position":74},"https://docshare.wps.com/id/document/",2,{"item":76,"name":43,"@type":70,"position":77},"https://docshare.wps.com/id/document/ujian/",3,{"item":79,"name":59,"@type":70,"position":80},"https://docshare.wps.com/id/document/matrix-practice-questions/229173/",4,{"url":79,"name":59,"@type":82,"image":83,"author":88,"headline":59,"publisher":91,"fileFormat":94,"inLanguage":57,"description":61,"dateModified":95,"datePublished":96,"encodingFormat":94,"isAccessibleForFree":97,"interactionStatistic":98},"DigitalDocument",{"url":84,"@type":85,"width":86,"height":87},"https://docshare.wps.com/thumbnails/matrix-practice-questions/229173.png","ImageObject",300,407,{"name":89,"@type":90},"Liam","Person",{"url":68,"name":92,"@type":93},"DocShare","Organization","application/pdf","2026-10-06","2026-09-10",true,{"@type":99,"interactionType":100,"userInteractionCount":102},"InteractionCounter",{"@type":101},"ViewAction",6,{"@type":104,"mainEntity":105},"FAQPage",[106],{"name":107,"@type":108,"acceptedAnswer":109},"Apa materi utama yang diuji dalam latihan soal matriks ini?","Question",{"text":110,"@type":111},"Operasi dasar matriks, invers dan determinan, transpose, serta penyelesaian persamaan matriks dan hubungan parameter pada sistem persamaan linier.","Answer","https://schema.org",{"og:url":79,"og:type":114,"og:title":59,"og:site_name":92,"og:description":61},"article",{"robots":116,"canonical":79},"index,follow",{"doc_id":118,"site_id":56},229173,1789036373,{"code":4,"msg":5,"data":121},{"doc_id":118,"user_id":122,"nickname":89,"user_avatar":123,"doc_module":4,"category_id":42,"category_name":43,"doc_title":59,"doc_description":61,"doc_content":124,"file_id":125,"file_url":126,"file_type":127,"file_size":128,"view_count":102,"is_deleted":4,"is_public":71,"is_downloadable":71,"audit_status":71,"page_count":129,"language":130,"language_code":57,"site_id":56,"html_lang":57,"table_of_contents":131,"faqs":132,"seo_title":133,"seo_description":61,"update_tm":119,"read_time":134},8796095461564,"https://ap-avatar.wpscdn.com/davatar_155a257f0dc6eb9ab79c44ca47cae57d","LATIHAN SOAL MATRIK  \n1. Diketahui matriks A=  \n􀂪 15 3 􀂺 􀂪 2 x 􀂺􀂫 􀂻 , B= 􀂫 􀂻􀂬 6 9 􀂼 􀂬 3 10 􀂼  \ndan C=  \n􀂪 1  \n􀂫  \n􀂬 3  \n􀀐 4 􀂺  \n􀂻 . Bila x merupakan 􀀐13 􀂼  \npenyelesaian dari persaman A – B = C-1, maka nilai x adalah...  \na. 3 c. 7 e. 11  \nb. 5 d. 9  \n2. Diketahui matriks A =  \n􀂪 3  \n􀂫  \n􀂬 2  \n0 􀂺  \n􀂻 ,  \n5 􀂼  \n􀂪 x 􀀐1 􀂺  \nB = 􀂫 􀂻  \n􀂬 y 1 􀂼  \ndan  \n􀂪 0 􀀐1 􀂺  \nC = 􀂫 􀂻 , At adalah transpos dari A . Jika At . B = C  \n􀂬􀀐15 5 􀂼 maka nilai 2x + y =…  \na.– 4 b.– 1 c. 1 d. 5 e. 7  \n3. Matriks x berordo ( 2 x 2 ) yang memenuhi  \n􀂧1 2 􀂷 􀂧4 3 􀂷  \n􀂩􀂨 3 4 􀂹􀂸 x = 􀂩􀂨 2 1 􀂹􀂸 adalah ...  \n􀂧 􀀐 6 􀀐 5 􀂷 a. 􀂨􀂩 5 4 􀂹􀂸  \n􀂧5  \nb. 􀂨􀂩4  \n􀀐 6 􀂷  \n5 􀂹􀂸  \n􀂧 􀀐 6  \nc. 􀂨􀂩 4  \n􀀐 5 􀂷  \n5 􀂹􀂸  \n􀂧 4 􀀐 2 􀂷 􀂧 12 10 􀂷  \nd. 􀂨􀂩 􀀐 3 1 􀂹􀂸 e. 􀂨􀂩􀀐10 􀀐 8 􀂹􀂸  \n􀂪 15 3 􀂺 􀂪 2 x 􀂺  \n4. Diketahui matriks A = 􀂫 􀂻 , B = 􀂫 􀂻 , dan  \n􀂬 6 9 􀂼 􀂬 3 10 􀂼  \n􀂪 1 􀀐 4 􀂺  \nC = 􀂫 􀂻 , Bila x merupakan penyelesaian persamaan  \n􀂬 3 􀀐13 􀂼  \nA – B = C-1 maka x = ...  \na. 3 b. 5 c. 7 d. 9 e. 11  \n􀂪 3 􀀐 1 􀂺  \n5. Diketahui matriks A = 􀂫 􀂻 dan A2 = Ax + Iy  \n􀂬 2 􀀐5 􀂼  \nx , y bilangan real , I matriks identi tas dengan ordo  \n2 x 2 .Nilai x + y = ...  \na.– 1 b.– 3 c. 5 d. 11 e. 15  \n􀂪2 3 􀂺 􀂪x 􀂺 􀂪 7 􀂺  \n6. Jika 􀂫 􀂻 􀂫 􀂻 􀀠 􀂫 􀂻 , maka nilai x2 + y2 =…  \n􀂬5 􀀐1􀂼 􀂬y 􀂼 􀂬􀀐 8 􀂼  \na. 5 b. 9 c. 10 d. 13 e. 29  \n7. Jika matriks A =  \n􀂪1  \n􀂫  \n􀂬2  \n4 􀂺  \n􀂻  \n3 􀂼  \n, maka nilai x yang memenuhi  \npersamaan | A – x I | = 0 dengan I matriks satuan adalah...  \na. 1 dan – 5 b.– 1 dan – 5 c.– 1 dan 5  \nd.– 5 dan 0 d. 1 dan 0  \n8. Jika x1 dan x2 adalah akar akar persamaan  \n2x 􀀎 4  \nx 􀀎 23  \nx 􀀐1  \n􀀠 0 x 􀀎3  \ndan x1 > x2 maka x21 + x22 = ...  \na. 4 b. 14 c. 24 d. 34 e. 49  \n9. Diketahui persamaan matriks  \n􀂪 3 5 􀂺 􀂪 1  \n􀂫 􀂻. M 􀀠 􀂫􀂬 􀀐 1 􀀐 2 􀂼 􀂬 2 M adalah M -1 = ...  \n􀂪 0 1 􀂺  \na . 􀂫 􀂻  \n􀂬 􀀐 1 􀀐1 􀂼  \nb.  \n4 􀂺 􀂪 1  \n􀂻 􀀎 􀂫􀀐1􀂼 􀂬 􀀐 3  \n􀀐 7  \n2  \n􀂺  \n􀂻  \n􀂼  \ninvers  \nmatriks  \n􀂪 0  \n􀂫  \n􀂬 􀀐 1  \n1 􀂺  \n􀂻  \n1 􀂼  \n􀂪  \nc. 􀂫  \n􀂬  \n0  \n1  \n􀀐1 􀂺  \n􀂻  \n􀀐1 􀂼  \nd.  \n􀂪 1 􀀐 1 􀂺􀂫 􀂻  \n􀂬 1 0 􀂼  \nd.  \n􀂪 1  \n􀂫  \n􀂬 􀀐 1  \n1 􀂺  \n􀂻  \n0 􀂼  \n10. Jika 3x2 + 7x – 6 ditulis sebagai perkalian matriks  \n􀀾x 1􀁀 A  \n􀂪x 􀂺  \n􀂫 􀂻 , maka A = ...  \n􀂬1 􀂼  \n􀂪7 6 􀂺  \na . 􀂫 􀂻  \n􀂬 0 3 􀂼  \nb.  \n􀂪 􀀐 3  \n􀂫  \n􀂬 0  \n7 􀂺  \n􀂻  \n6 􀂼  \n􀂪 􀀐 6 0 􀂺  \nc . 􀂫 􀂻  \n􀂬 7 3 􀂼  \nd.  \n􀂪3  \n􀂫  \n􀂬 7  \n0 􀂺  \n􀂻  \n􀀐 6 􀂼  \n􀂪7 􀀐6 􀂺  \ne . 􀂫 􀂻  \n􀂬 0 3 􀂼  \n11. Jika A =  \n􀂪x 􀀎 y  \n􀂫  \n􀂬 􀀐 1  \nAdalah transpos x2 + ( x + y ) +  \nx 􀂺  \n􀂻 , B 􀀠 x 􀀐 y 􀂼  \ndari matriks A , xy + y2 = ...  \n􀂪  1 􀂺  \n􀂫 1 􀀐 x 􀂻  \n􀂫 2 􀂻 , dan B 􀂬􀀐 2 y 3 􀂼 maka  \na. 1 b. 2 c. 3 d. 4 e. 5  \n12. Jika A =  \n􀂪 1  \n􀂫  \n􀂬 􀀐 1  \n1 􀂺  \n􀂻  \n1 􀂼  \ndan  \n􀂪0 B 􀀠 􀂫  \n􀂬1  \n1􀂺  \n􀂻 , maka 0 􀂼  \n( A + B ) ( A – B )–( A – B ) ( A + B ) adalah matriks …  \n􀂪 0 0 􀂺  \na . 􀂫 􀂻  \n􀂬 0 0 􀂼  \nb.  \n􀂪 􀀐 1 0 􀂺  \n􀂫 􀂻  \n􀂬 0 1 􀂼  \nc. 4  \n􀂪 􀀐 1 0 􀂺  \n􀂫 􀂻  \n􀂬 0 1 􀂼  \nd. 8  \n􀂪 􀀐 1  \n􀂫  \n􀂬 0  \n0  \n1  \n􀂺  \n􀂻  \n􀂼  \n􀂪 􀀐 1 0 􀂺  \ne . 􀂫 􀂻  \n􀂬 0 1 􀂼  \n􀂪 1􀀎 x  \n13. Jika P = 􀂫  \n􀂬 􀀐 x  \nx 􀂺  \n􀂻  \n1 􀀐 x 􀂼  \ndan P-1 adalah invers dari P  \nmaka (P􀀐1)2 􀀠 ...  \n􀂪1􀀎 2x  \na. 􀂫􀂬 2x  \n􀂪1􀀐2x  \nc. 􀂫􀂬􀀐2x  \n􀂪1􀀐2x  \ne. 􀂫􀂬 2x  \n􀂪5 14. Jika P = 􀂫  \n􀂬9 􀂪1  \nP.Q = 􀂫􀂬0  \na. 232~~ ~~ b.  \n􀀐 2x 􀂺  \n􀂻 1􀀐 2x 􀂼  \n2x 􀂺  \n􀂻 1􀀎 2x 􀂼  \n􀀐 2x 􀂺  \n􀂻 1􀀎 2x 􀂼  \nb.  \nd.  \n􀂪 2x  \n􀂫  \n􀂬 1 􀀎 2x  \n􀂪1􀀎 2x 􀂫  \n􀂬􀀐2x  \n1􀀐 2x 􀂺􀂻  \n􀀐2x 􀂼  \n2x 􀂺  \n􀂻 1􀀐2x 􀂼  \n􀀐 2 􀂺 􀂪2 􀂻 , Q 􀀠 􀂫  \n􀀐 4 􀂼 􀂬x  \n􀀐 1  \nx 􀀎  \n0 􀂺  \n􀂻 , maka x – y = ...  \n1􀂼  \n21  \n2  \nc.  \n19  \n2  \nd.  \n􀂺  \n􀂻 , dany 􀂼  \n17  \n2  \ne.  \n15  \n2  \n􀂪p 􀂺 􀂪x y 􀂺 􀂪 1 􀂺  \n15. Diketahui 􀂫 􀂻 􀀠 􀂫 􀂻 􀂫 􀂻 , maka p2 + q2  \n􀂬q 􀂼 􀂬y x 􀂼 􀂬􀀐1􀂼 dinyatakan dalam x dan y adalah...  \na. ( x – y )2 b. 2( x – y )2 c. 2( x + y )2  \nd. 2 ( x2– y2 ) e. 2( x2 + y2)  \n16. Jika  \n􀂪1  \n􀂫  \n􀂬3  \n2 􀂺 􀂪a  \n􀂻 􀂫  \n4 􀂼 􀂬c  \nb 􀂺􀂻 􀀠  \nd 􀂼  \n􀂪2  \n􀂫  \n􀂬4  \n1 􀂺  \n􀂻 ,  \n3 􀂼  \nmaka bc =    \na. 0 b. 1  \n􀂪2  \n17. Jika A = 􀂫􀂬0  \nc. 2  \n1 􀂺􀂻 ,  \n2 􀂼  \nd. 3 e. 4  \nmaka A2 – A =  \na.  \nd.  \n􀂪2  \n􀂫  \n􀂬0  \n􀂪2  \n􀂫  \n􀂬0  \n1 􀂺  \n􀂻  \n2 􀂼  \n4 􀂺  \n􀂻  \n2 􀂼  \nb.  \ne.  \n􀂪2  \n􀂫  \n􀂬0  \n􀂪4  \n􀂫  \n􀂬0  \n2 􀂺  \n􀂻  \n2 􀂼  \n4 􀂺  \n􀂻  \n4 􀂼  \n􀂪2  \nc. 􀂫􀂬0  \n3 􀂺  \n􀂻  \n2 􀂼  \n18. Diketahui persamaan matriks  \n􀂪p  \n􀂫  \n􀂬 r  \nq 􀂺  \n􀂻  \ns 􀂼  \nM  \n􀂪q 􀀠 􀂫  \n􀂬s  \np , q , r , s konstan real ps 􀁺 qr . M adalah…  \na.  \nd.  \n19. Jika  \na.  \nd.  \n􀂪1  \n􀂫 ","cbCaiaVVKBDu3eLj","https://ap.wps.com/l/cbCaiaVVKBDu3eLj","pdf",255283,5,"Indonesian","# Latihan Soal Matriks\n## Persamaan dan operasi matriks\n## Invers dan determinan matriks\n## Transpose dan transformasi persamaan","[{\"question\":\"Apa materi utama yang diuji dalam latihan soal matriks ini?\",\"answer\":\"Operasi dasar matriks, invers dan determinan, transpose, serta penyelesaian persamaan matriks dan hubungan parameter pada sistem persamaan linier.\"}]","Latihan Soal Matriks | PDF",8]