![](data:image/png;base64,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)
WYKAZ PODRĘCZNIKÓW NA ROK SZKOLNY 2023/2024 DLA KLASY 1 Ta1.
Przedmiot realizowany w zakresie rozszerzonym: 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)
Catherine McBeth. Patricia
Reilly. Karolina Kotorowicz-
Jasińska
Macmillan Polska Sp. z o.o.
#trends. Podręcznik do języka
niemieckiego dla liceów i
techników. Część 1
Anna Życka, Ewa Kościelniak-
Walewska, Andy Christian
Körber
#trends 1. Zeszyt ćwiczeń do
języka niemieckiego dla
liceów i techników. Poziom
A1- Szkoła
ponadpodstawowa.
Ponad słowami. Podręcznik
do języka polskiego dla liceum
ogólnokształcącego i
technikum. Klasa 1. Część 1
Małgorzata Chmiel, Anna
Cisowska, Joanna
Kościerzyńska, Helena Kusy,
Aleksandra Wróblewska
Ponad słowami (LO,
technikum) (1/7)