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(b) jaka zależność łączy f{x) = log^ x. f{y) = loga y i f(xy) - loga xy, gdzie x, y są dowolnymi liczbami rzeczywistymi dodatnimi?
5. Które z podanych funkcji:
(a) fi{x) = i;
(b) f2{x) = 2*;
(c) f3(x) = 2- :
są i) rosnące; ii) monotoniczne.
6. Oblicz:
(a) ESj >;
(b)
(c) Ejt.i k\
7. Podaj definicję i funkcji trygonometrycznych: sinus i cosinus. Czy istnieje przedział, na którym zarówno sinus jak i cosinus są malejące?
8. Czy prawdziwe są nierówności:
(a)
9
Y 2‘ < 1000:
i=0
(b)
n
Y 2”* < 1, gdzie n jest ustaloną „w dowolny sposób" liczbą naturalną :
1=1
(c)
20
Y* < 200.
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