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start learning

Question		Answer
log_a b= c Definition log b; ln b start learning		a^c= b 10^c= b; e^c= b
log_a x*y= start learning		log_a x + log_a y
log_a x/y= start learning		log_a x - log_a y
Warunki dla log_a b= c start learning		a≠0 ʌ a, b>0
log_a x^y= Wyciągnięcie potęgi. start learning		y*log_a x
log_a b= Wprowadzenie nowej podstawy. start learning		log_c b/log_c a
a^log_b c= a^(log_a b)= start learning		c^log_b a b
log_a 1/x= start learning		-log_a x
log_[1/a] x= start learning		-log_a x
log_a 1= start learning		0
log_a a= start learning		1
log_a \s\|x\= start learning		1/s* log_a x
1/(log_a b)= start learning		log_b a
log_a b * log_b c= start learning		log_a c
log_a^c b= start learning		1/c* log_a b

Logarithm theorems