The answer is simple; there is none.

When considering the definition of a global minimum, one sees that a global minimum is a point of a function where f(x) is lower than any other point on the function. Stated mathematically:

f(x*) ≤ f(x)

Where x* denotes a critical number where a global minimum occurs.

In the case of f(x) = 1/x on the interval [0, infinity], as x gets closer to infinity, x continually decreases inching closer to zero. It never gets to zero but it never stops declining.

Another way to approach this would be to use derivatives. The derivative of a function is basically a function of the slope. For a function continuous on the interval [0,infinity] as in our case to have an absolute minimum, we must have the slope of that function be zero at some point in the interval. This is because for the point to be at the minimum, there must be a place where it “turns back up” so that it stops declining – the slope goes from negative to positive briefly becoming zero. That turning point is where the slope is zero. Now, using calculus, we can find that the function of 1/x on the interval [0, infinity] has no turning point and therefore cannot have a absolute minimum.

f(x) =  1 / x

f ‘(x) = -1 / x^2

0 = -1 / x^2

0 ≠ -1

Therefore, there are no “turning” points for the function 1/x on the interval [0, infinity]. With this lack of turning points, we can assume that there are no absolute extrema.

How to Design a Logotype from Conception to Completion

EDIT: I just realized about a couple of minutes after writing this post that the title makes no sense. At the time of the writing, I was think about why I had not updated in such a while.
In these past few weeks, I have been burdened by all the activities of band and FBLA.

UPDATES: Made first chair wind ensemble and first chair jazz band.

Amazon.com: Edward Hurst “Ed”‘s review of The Ancestor’s Tale: A Pilgrimage to the D….

I understand why I stopped going to youtube. Fred is either hilariously autistic or deliberately cretinous. Actually, from his page it says:

A lonely 6-year-old with anger management issues, an alcoholic mom, and a dad who is in prison begins posting videos to a YouTube channel.

Well, I guess it’s the latter. The prominent video while I was on his channel was “Fred Goes Swimming.” It displays our protagonist flailing wildly in a kiddie pool.

When I stumble upon content so prestigious (most subscribers) yet so childish, it truly shows youtube’s main audience. Oh, and don’t get me started on the design of the channel.

YouTube – Fred’s Channel.

Ever wanted to buy some flowers one day? You thought about walking 3 blocks to the local flower shop, but decided the flowers were not worth the effort. Then you wondered why there weren’t any flower shops online. Then you thought of 1800flowers and went there to buy some.
Well Hua is here to fill the gap.

Hua.

I don’t know how old this is, but I feel it’s worth showing anyway.

Rants: Consider This…The Stupidest Exercise Machine You’ll Ever See | Burbia.com

five second test – A simple online usability test.