{"id":"matematyka-2020-kwiecien-probna-rozszerzona/zad/1","paper_id":"matematyka-2020-kwiecien-probna-rozszerzona","number":"1","points":1,"ptype":"closed","subject":"matematyka","category":"probna","year":2020,"month":"kwiecien","level":"rozszerzona","text":"Zadanie 1. (0-1)\nNiech\n4\nlog\n3\nlog\n2\nlog\n3\n2\n2\n\n\n\nL\n. Wtedy\nA.\n1\n\nL\nB.\n2\nL \nC.\n3\nL \nD.\n4\nL ","answer":"D","answer_text":"4\n. Stąd\nq\n1 =\n2\n, zatem\nq\n3\nlub\nq\n1\n. Ostatnie wynik nie spełnia warunków","solution":null,"image":"img/matematyka-2020-kwiecien-probna-rozszerzona/zad-1.webp","solution_image":null,"topics":"logarytmy","page_from":2,"source":"ocr","answer_source":null,"answer_text_source":"ocr","solution_source":null,"text_source":"ocr","source_label":"Matematyka · Matura próbna · kwiecień 2020 (rozszerzona)","subject_label":"Matematyka","category_label":"Matura próbna","text_html":"

Zadanie 1. (0-1)
Niech
4
log
3
log
2
log
3
2
2



L
. Wtedy
A.
1

L
B.
2
L 
C.
3
L 
D.
4
L 

","answer_text_html":"

4
. Stąd
q
1 =
2
, zatem
q
3
lub
q
1
. Ostatnie wynik nie spełnia warunków

","solutions":[]}