Mathematics

Mathematics

Problem

Which statement correctly describes the behaviour of log⁡ax\log_a x when the base aa satisfies a>1a>1? a) log⁡ax\log_a x decreases as xx increases. b) log⁡ax\log_a x increases as xx increases only for x>1x>1; for 0<x<10<x<1 it decreases. c) log⁡ax\log_a x increases as xx increases. d) log⁡ax\log_a x first increases and then decreases as xx increases.

Browse the problem library