![](data:image/png;base64,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)
WYKAZ PODRĘCZNIKÓW NA ROK SZKOLNY 2023/2024 DLA KLASY 1 a.
Przedmioty realizowane w zakresie rozszerzonym: fizyka, matematyka.
Biologia na czasie 1.
Podręcznik dla liceum
ogólnokształcącego i
technikum. Zakres
podstawowy
Anna Helmin, Jolanta
Holeczek
Biologia na czasie. Zakres
podstawowy (1/3)
Biologia na czasie 1. Karty
pracy ucznia dla liceum
ogólnokształcącego i
technikum, zakres
podstawowy
Barbara Januszewska-Hasiec,
Joanna Kobyłecka, Jacek
Pawłowski, Renata Stencel
Biologia na czasie. Zakres
podstawowy (1/3)
To jest chemia. Część 1.
Chemia ogólna i
nieorganiczna. Podręcznik dla
liceum ogólnokształcącego i
technikum. Zakres
podstawowy
Romuald Hassa, Aleksandra
Mrzigod, Janusz Mrzigod
To jest chemia. Zakres
podstawowy (1/2)
Fizyka. Podręcznik. Liceum i
technikum. Zakres
rozszerzony. Klasa 1. Nowa
edycja
Maria Fiałkowska, Barbara
Sagnowska, Jadwiga Salach
Wydawnictwa Szkolne i
Pedagogiczne S.A.
Fizyka. Zakres rozszerzony
(WSiP) (1/4)
Oblicza geografii 1.
Podręcznik dla liceum
ogólnokształcącego i
technikum. Zakres
podstawowy
Roman Malarz, Marek
Więckowski
Oblicza geografii. Zakres
podstawowy (1/3)
Oblicza geografii 1
Karty pracy ucznia dla liceum
ogólnokształcącego i
technikum, zakres
podstawowy
Oblicza geografii.
Zakres
podstawowy (1/3)
Catherine McBeth. Patricia
Reilly. Karolina Kotorowicz-
Jasińska
Macmillan Polska Sp. z o.o.