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Exact(10)
then H ( x ) will be increasing on [ a, b ].
The port is nearly standard on mobile devices and adoption seems to be increasing on HDTVs.
Let be increasing on the interval and transform into itself, that is, and.
Let a function (y:mathbb{N}_{a-1}rightarrowmathbb{R}) satisfy (y(a) geq0) and be increasing on (mathbb{N}_{a}).
This doesn't come as a real surprise, since hard drive capacity seems to be increasing on the same scale as CPU speed lately, and other companies have 7200rpm 2TB drives out right now.
Let r be a function on I with the values in ( 1, + ∞ ) satisfying the condition r ∈ WL ( I ) and let r be increasing on I. Suppose that r ( x ) ≡ r 0 ≡ const outside some interval ( 0, b ) when a = + ∞.
Similar(50)
Since is increasing on, then (2.41).
By Lemma 2.3, is increasing on,.
The function is increasing on,, and, for,.
Hence is increasing on, and therefore, is also increasing on this interval since is increasing on by.
So and is increasing on and the function is increasing on by Lemma 2.1.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com