~What I Learned This Week~

нεℓℓσ ℓσvεℓү gυεsтs...~

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ωση'т үσυ נσιη мε ғσя α qυιcк α∂vεηтυяε?

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ιт ωιℓℓ σηℓү тαкε α ғεω мιηυтεs...

¤¸¸.•´¯`•¸¸.•..>> welcoмe тo мaтнland! <<..•.¸¸•´¯`•.¸¸¤

Hello, my fantastic guests, and welcome! 

Today I will be taking you on a journey through the lessons of this week.~ 

Come along now..

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Starting off, we first learned about absolute values and how no matter what numbers you put into the absolute value, it will always emerge as a positive number. Therefore, if an equation of an absolute value equals to that of a negative number, it means there is no solution. 

In addition, an equation of an absolute value will be written in two different ways - there will be a positive and a negative equation.

Hmm..this has got me thinking... does absolute value not remind you a bit of our dear Tweedledee and Tweedledum? Imagine them as a positive and a negative number. When you place both of them within those absolute value brackets "|...|", they still come out with the same appearance, just as they both will come out positive! Since I've said this much, would you like to meet the two? Here they are -

Oh my...they seem a bit busy...perhaps next time then.~ 

Moving along...

Let us journey to our dear Absolem the Caterpillar since our next topic is about circles. 

In order to find the center and radius of a circle when given an equation, a simple method can be followed. By using the standard equation, (h,k) will be the center while "r" is the radius.

For example:

Similar to Absolem, the center and radius of the circles he releases are all able to be found if given an equation. His "O's" are quite long,  if I may say. After all, he does enjoy stressing his infamous "Whooooo...are...you?".

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Well, that will be all for today, ladies and gentlemen.  

I bid you good-bye until the next week.~

Tata~

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Admin: I hope you enjoyed this post, forgive me for it is quite long! Thank you to a friend who helped me think of an analogy relating Tweedledee and  Dum to the absolute value!~