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Exact(58)
Hence is increasing on, and therefore, is also increasing on this interval since is increasing on by.
The function is increasing on,, and, for,.
Since is increasing on, then (2.41).
By Lemma 2.3, is increasing on,.
So and is increasing on and the function is increasing on by Lemma 2.1.
Then is positive and increasing on by Lemma 2.1.
Since is increasing on, (2.62) gives a unique satisfying (2.63).
Thus is increasing on and then the inequality (2.2) holds.
It is increasing, on average, at the rate of one month every six years.
The app sees around one download per second worldwide, with that rate increasing on the weekends.
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Different panels are for increasing on-site interaction U.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com