{"id":76,"date":"2026-08-14T14:21:50","date_gmt":"2026-08-14T14:21:50","guid":{"rendered":"https:\/\/matmabezzgadywania.pl\/?page_id=76"},"modified":"2026-08-14T15:22:08","modified_gmt":"2026-08-14T15:22:08","slug":"ww","status":"publish","type":"page","link":"https:\/\/matmabezzgadywania.pl\/","title":{"rendered":"ww"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"76\" class=\"elementor elementor-76\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2910961 e-con-full e-flex e-con e-parent\" data-id=\"2910961\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b8738c0 elementor-widget elementor-widget-html\" data-id=\"b8738c0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t\t\n<style>\n.mbz-steps {\n  margin: 56px 0 0 !important;\n  padding: 0 !important;\n  width: 100%;\n  list-style: none !important;\n}\n\n.mbz-step {\n  margin: 0 !important;\n  padding: 0 !important;\n  grid-template-columns: 200px minmax(0, 1fr);\n}\n@import url('https:\/\/fonts.googleapis.com\/css2?family=DM+Sans:wght@400;500;600;700&family=Space+Grotesk:wght@500;600;700&display=swap');\n\n.mbz-lv,\n.mbz-lv * { box-sizing: border-box; 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}\n}\n@media (max-width: 440px) {\n  .mbz-brand { max-width: 128px; line-height: 1.2; }\n}\n<\/style>\n\n<div class=\"mbz-lv\" id=\"top\">\n  <header class=\"mbz-header\">\n    <div class=\"mbz-shell mbz-header-inner\">\n      <a class=\"mbz-brand\" href=\"#top\">Marcin Zawadzki<\/a>\n      <nav class=\"mbz-nav\" aria-label=\"Nawigacja strony\">\n        <a href=\"#kurs\">Kurs od \u015brodka<\/a><a href=\"#program\">Program<\/a><a href=\"#cena\">Cena<\/a>\n      <\/nav>\n      <a class=\"mbz-btn mbz-btn-primary\" href=\"#cena\">Do\u0142\u0105cz do kursu<\/a>\n    <\/div>\n  <\/header>\n\n  <main class=\"mbz-shell\">\n    <section class=\"mbz-hero\">\n      <div>\n        <p class=\"mbz-kicker\">Egzamin \u00f3smoklasisty \u00b7 edycja 2026\/2027<\/p>\n        <h1 class=\"mbz-h1\">Roczny kurs matematyki prowadzony przez jednego nauczyciela \u2014 od pierwszej lekcji do arkusza w maju.<\/h1>\n        <p class=\"mbz-lead\">Nazywam si\u0119 Marcin Zawadzki, ucz\u0119 matematyki od 12 lat i jestem egzaminatorem CKE. Ten kurs to m\u00f3j plan pracy z \u00f3smoklasist\u0105, nagrany od pocz\u0105tku do ko\u0144ca.<\/p>\n        <div class=\"mbz-actions\"><a class=\"mbz-btn mbz-btn-primary\" href=\"#cena\">Do\u0142\u0105cz do kursu<\/a><a class=\"mbz-btn mbz-btn-secondary\" href=\"#kurs\">Zobacz kurs od \u015brodka<\/a><\/div>\n        <p class=\"mbz-micro\">499 z\u0142 \u00b7 dost\u0119p do 31 lipca 2027 \u00b7 14 dni na zwrot<\/p>\n      <\/div>\n      <div>\n        <div class=\"mbz-media-card\"><div class=\"mbz-play\">\u25b6<\/div><p>Fragment lekcji \u2014 8\u201315 s, zap\u0119tlony<\/p><\/div>\n        <p class=\"mbz-media-note\">Kr\u00f3tki wycinek prawdziwej lekcji z kursu.<\/p>\n      <\/div>\n    <\/section>\n\n    <section class=\"mbz-section\">\n      <h2 class=\"mbz-h2\">Trzy powody, dla kt\u00f3rych matematyka w \u00f3smej klasie si\u0119 sypie<\/h2>\n      <div class=\"mbz-cards\">\n        <article class=\"mbz-card\"><h3 class=\"mbz-h3\">Zaleg\u0142o\u015bci z klas 4\u20137<\/h3><p>U\u0142amki, procenty i pot\u0119gi wci\u0105\u017c sprawiaj\u0105 problem, a egzamin obejmuje materia\u0142 z czterech lat nauki.<\/p><\/article>\n        <article class=\"mbz-card\"><h3 class=\"mbz-h3\">Brak planu na ca\u0142y rok<\/h3><p>Nikt nie m\u00f3wi, co i kiedy powtarza\u0107. Nauka zamienia si\u0119 w przypadkowe zrywy tydzie\u0144 przed sprawdzianem.<\/p><\/article>\n        <article class=\"mbz-card\"><h3 class=\"mbz-h3\">Zadania na dowodzenie<\/h3><p>Dowody i zadania \u201ena punkty\u201d to cz\u0119\u015b\u0107 arkusza, na kt\u00f3rej uczniowie trac\u0105 najwi\u0119cej \u2014 bo nikt nie pokaza\u0142 im schematu.<\/p><\/article>\n      <\/div>\n    <\/section>\n\n    <section class=\"mbz-section\" id=\"kurs\">\n      <h2 class=\"mbz-h2\">Zobacz, jak wygl\u0105da kurs od \u015brodka<\/h2>\n      <p class=\"mbz-intro\">3\u20135 minut nagrania, w kt\u00f3rym pokazuj\u0119 platform\u0119, spos\u00f3b prowadzenia lekcji, zadania, testy sprawdzaj\u0105ce i comiesi\u0119czne spotkanie na \u017cywo. Bez obietnic \u2014 po prostu zagl\u0105dasz do \u015brodka, zanim zdecydujesz.<\/p>\n      <div class=\"mbz-video-large\"><div class=\"mbz-media-card\"><div class=\"mbz-play\">\u25b6<\/div><p>Kurs od \u015brodka \u2014 3\u20135 min<\/p><\/div><\/div>\n    <\/section>\n\n    <section class=\"mbz-section\" id=\"program\">\n      <h2 class=\"mbz-h2\">Rok nauki w trzech etapach<\/h2>\n      <p class=\"mbz-intro\">Nie zaczynamy od arkuszy. Najpierw domykamy braki, potem przerabiamy klas\u0119 \u00f3sm\u0105, a wiosn\u0119 zostawiamy na trening egzaminacyjny.<\/p>\n      <ol class=\"mbz-steps\">\n        <li class=\"mbz-step\"><div><span class=\"mbz-step-no\">Etap 1<\/span><h3>Fundamenty<\/h3><p class=\"mbz-step-time\">wrzesie\u0144 \u2013 grudzie\u0144<\/p><\/div><p>Uzupe\u0142niamy braki z klas 4\u20137: liczby, u\u0142amki, procenty, pot\u0119gi, wyra\u017cenia algebraiczne. Bez tego reszta si\u0119 nie klei.<\/p><\/li>\n        <li class=\"mbz-step\"><div><span class=\"mbz-step-no\">Etap 2<\/span><h3>Klasa 8<\/h3><p class=\"mbz-step-time\">stycze\u0144 \u2013 marzec<\/p><\/div><p>Ca\u0142y bie\u017c\u0105cy materia\u0142: r\u00f3wnania, geometria p\u0142aska i przestrzenna, statystyka. Ka\u017cdy dzia\u0142 ko\u0144czy zestaw zada\u0144 egzaminacyjnych.<\/p><\/li>\n        <li class=\"mbz-step\"><div><span class=\"mbz-step-no\">Etap 3<\/span><h3>Egzamin<\/h3><p class=\"mbz-step-time\">marzec \u2013 maj<\/p><\/div><p>Arkusze na czas, strategia rozwi\u0105zywania, zadania na dowodzenie i zapis rozwi\u0105za\u0144 pod schemat punktowania CKE.<\/p><\/li>\n      <\/ol>\n      <details class=\"mbz-details\">\n        <summary>Rozwi\u0144 pe\u0142ny program kursu<\/summary>\n        <div class=\"mbz-program-grid\">\n          <div><h4>Fundamenty<\/h4><ul><li>Liczby i dzia\u0142ania \u2014 podzielno\u015b\u0107, NWD i NWW, zaokr\u0105glanie, u\u0142amki<\/li><li>Pot\u0119gi i pierwiastki \u2014 w\u0142asno\u015bci, notacja wyk\u0142adnicza<\/li><li>Procenty \u2014 obliczenia, podwy\u017cki i obni\u017cki, VAT, lokaty<\/li><li>Wyra\u017cenia algebraiczne \u2014 redukcja, przekszta\u0142canie wzor\u00f3w<\/li><\/ul><\/div>\n          <div><h4>Klasa 8<\/h4><ul><li>R\u00f3wnania i zadania z tre\u015bci\u0105<\/li><li>Proporcje, skala, plan i mapa<\/li><li>Planimetria \u2014 k\u0105ty, tr\u00f3jk\u0105ty, czworok\u0105ty, twierdzenie Pitagorasa<\/li><li>Ko\u0142o i okr\u0105g \u2014 obw\u00f3d, pole, wycinek<\/li><li>Stereometria \u2014 graniastos\u0142upy, ostros\u0142upy, siatki, obj\u0119to\u015b\u0107<\/li><li>Statystyka i prawdopodobie\u0144stwo<\/li><\/ul><\/div>\n          <div><h4>Egzamin<\/h4><ul><li>Zadania na dowodzenie \u2014 schematy punktowania CKE<\/li><li>Strategia egzaminacyjna i zarz\u0105dzanie czasem<\/li><li>12 arkuszy pr\u00f3bnych z pe\u0142nym om\u00f3wieniem<\/li><\/ul><\/div>\n        <\/div>\n      <\/details>\n    <\/section>\n\n    <section class=\"mbz-section\" id=\"prowadzacy\">\n      <div class=\"mbz-teacher\">\n        <img decoding=\"async\" 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\" alt=\"Marcin Zawadzki, nauczyciel matematyki prowadz\u0105cy kurs\">\n        <div class=\"mbz-copy\"><h2 class=\"mbz-h2\">Kurs prowadzi jedna osoba \u2014 ja<\/h2><p>Ucz\u0119 matematyki od 12 lat i jako egzaminator CKE co roku sprawdzam arkusze \u00f3smoklasist\u00f3w. Widz\u0119 wi\u0119c dok\u0142adnie, gdzie uczniowie trac\u0105 punkty i jak trzeba zapisa\u0107 rozwi\u0105zanie, \u017ceby je dosta\u0107.<\/p><p>Wszystkie lekcje nagra\u0142em sam, ka\u017cd\u0105 opieram na prawdziwych zadaniach z arkuszy z lat 2019\u20132026, a na pytania pod lekcjami odpowiadam osobi\u015bcie.<\/p><\/div>\n      <\/div>\n    <\/section>\n\n    <section class=\"mbz-section\" id=\"opinie\">\n      <h2 class=\"mbz-h2\">Wiadomo\u015bci od uczni\u00f3w i rodzic\u00f3w<\/h2>\n      <p class=\"mbz-intro\" style=\"font-size:16px\">Bez przepisanych cytat\u00f3w \u2014 poni\u017cej wstawi\u0119 zrzuty prawdziwych wiadomo\u015bci.<\/p>\n      <div class=\"mbz-proof-grid\"><div class=\"mbz-proof\">Zrzut wiadomo\u015bci 1<\/div><div class=\"mbz-proof\">Zrzut wiadomo\u015bci 2<\/div><div class=\"mbz-proof\">Zrzut wiadomo\u015bci 3<\/div><div class=\"mbz-proof\">Zrzut wiadomo\u015bci 4<\/div><div class=\"mbz-proof\">Zrzut wiadomo\u015bci 5<\/div><\/div>\n    <\/section>\n\n    <section class=\"mbz-section\" id=\"cena\">\n      <div class=\"mbz-price-grid\">\n        <div><h2 class=\"mbz-h2\">Jedna op\u0142ata, dost\u0119p do dnia egzaminu<\/h2><p class=\"mbz-intro\">Mniej ni\u017c koszt czterech godzin korepetycji, a materia\u0142u starcza na ca\u0142y rok nauki. Je\u015bli w ci\u0105gu 14 dni uznasz, \u017ce to nie jest kurs dla Ciebie, zwracam ca\u0142\u0105 kwot\u0119.<\/p><\/div>\n        <div class=\"mbz-price-card\"><p class=\"mbz-price\">499 z\u0142<\/p><p class=\"mbz-price-sub\">jednorazowo lub w 4 ratach 0% \u00b7 faktura na \u017cyczenie<\/p><ul class=\"mbz-price-list\"><li>Wszystkie lekcje wideo z trzech etap\u00f3w kursu<\/li><li>Zadania i testy sprawdzaj\u0105ce do ka\u017cdego dzia\u0142u<\/li><li>12 arkuszy pr\u00f3bnych z om\u00f3wieniem<\/li><li>Comiesi\u0119czne spotkanie na \u017cywo<\/li><li>Pytania pod lekcjami \u2014 odpowiadam osobi\u015bcie<\/li><li>Dost\u0119p do 31 lipca 2027<\/li><\/ul><a class=\"mbz-btn mbz-btn-primary\" href=\"#cena\">Do\u0142\u0105cz do kursu<\/a><\/div>\n      <\/div>\n    <\/section>\n\n    <section class=\"mbz-section\" id=\"faq\">\n      <h2 class=\"mbz-h2\">Pytania i odpowiedzi<\/h2>\n      <div class=\"mbz-faq\">\n        <details name=\"mbz-faq\"><summary>Dla kogo jest ten kurs?<\/summary><div class=\"mbz-faq-answer\">Dla uczni\u00f3w klas 7 i 8, kt\u00f3rzy chc\u0105 spokojnie przygotowa\u0107 si\u0119 do egzaminu \u00f3smoklasisty z matematyki \u2014 zar\u00f3wno tych z zaleg\u0142o\u015bciami, jak i celuj\u0105cych w wynik powy\u017cej 90%.<\/div><\/details>\n        <details name=\"mbz-faq\"><summary>Jak d\u0142ugo mam dost\u0119p do materia\u0142\u00f3w?<\/summary><div class=\"mbz-faq-answer\">Dost\u0119p jest aktywny do 31 lipca 2027, czyli grubo po terminie egzaminu. Materia\u0142y mo\u017cesz ogl\u0105da\u0107 dowoln\u0105 liczb\u0119 razy.<\/div><\/details>\n        <details name=\"mbz-faq\"><summary>Czy kurs wystarczy zamiast korepetycji?<\/summary><div class=\"mbz-faq-answer\">U wi\u0119kszo\u015bci uczni\u00f3w tak \u2014 kurs zawiera pe\u0142ny program, zadania i arkusze. Je\u015bli potrzebujesz dodatkowego wsparcia, mo\u017cesz zadawa\u0107 pytania pod lekcjami.<\/div><\/details>\n        <details name=\"mbz-faq\"><summary>Kiedy startuje kurs?<\/summary><div class=\"mbz-faq-answer\">Kurs jest nagrany w ca\u0142o\u015bci i startuje w momencie zakupu. Nowe arkusze pr\u00f3bne dochodz\u0105 co miesi\u0105c od pa\u017adziernika do kwietnia.<\/div><\/details>\n        <details name=\"mbz-faq\"><summary>Co je\u015bli kurs mi nie odpowiada?<\/summary><div class=\"mbz-faq-answer\">Masz 14 dni na rezygnacj\u0119 bez podania przyczyny i zwrot pe\u0142nej kwoty.<\/div><\/details>\n      <\/div>\n      <p class=\"mbz-contact\">Masz inne pytanie? Napisz na kontakt@matma8.pl \u2014 odpowiadam tego samego dnia.<\/p>\n    <\/section>\n  <\/main>\n\n  <footer class=\"mbz-footer\"><div class=\"mbz-shell mbz-footer-inner\"><p>Marcin Zawadzki \u00b7 kurs matematyki E8<\/p><p>\u00a9 2026 \u00b7 kontakt@matma8.pl<\/p><\/div><\/footer>\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Marcin Zawadzki Kurs od \u015brodkaProgramCena Do\u0142\u0105cz do kursu Egzamin \u00f3smoklasisty \u00b7 edycja 2026\/2027 Roczny kurs matematyki prowadzony przez jednego nauczyciela [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"","ast-site-content-layout":"full-width-container","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-76","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/matmabezzgadywania.pl\/index.php?rest_route=\/wp\/v2\/pages\/76","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/matmabezzgadywania.pl\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/matmabezzgadywania.pl\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/matmabezzgadywania.pl\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/matmabezzgadywania.pl\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=76"}],"version-history":[{"count":10,"href":"https:\/\/matmabezzgadywania.pl\/index.php?rest_route=\/wp\/v2\/pages\/76\/revisions"}],"predecessor-version":[{"id":88,"href":"https:\/\/matmabezzgadywania.pl\/index.php?rest_route=\/wp\/v2\/pages\/76\/revisions\/88"}],"wp:attachment":[{"href":"https:\/\/matmabezzgadywania.pl\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=76"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}