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Download (1:23) . [HTTP] GetData Recover My Files 4.0.2.441 [FULL][Portable]It’s an exciting new year, apparently: a year of progress! Or maybe it’s a year of regression?
In any case, here’s a look at my top five “annual wish-list” items.
1. A way to quickly and conveniently see which sites/apps/games you’re logged into, so you don’t have to log out and then back in again every time.
2. A way to search for images on the web, and have them brought to your desktop — in one folder, of course.
3. A way to search the web, and to have links to relevant results immediately appear in a new sidebar tab.
4. A way to use IMAP to check messages on all my computers.
5. A way to share, view and edit documents on my mobile.Q:
Proving that if $N$ is a normal subgroup of $G$, then $N$ is a characteristic subgroup of $G$.
I don’t know how to prove this. I mean, how do I do it?
I know that for a normal subgroup $N$, $\forall g \in G, gng^{ -1} \in N$ (not only $gNg^{ -1}$!).
How do I combine these two facts to get that $gng^{ -1} \in N$, which is what I need to prove?
A:
Since $G$ is a group, $N$ is a subgroup, so $N\subseteq G$.
Now,
$$(gn)^{ -1}(gn)=(gn)(gn)^{ -1}=(ngn^{ -1})(n^{ -1}g)=n^{ -1}gng^{ -1}n\in N\tag{*1}$$
i.e. $gn\in N$, so $N$ is invariant under left translation. Since $N\subseteq G$ and $G$ is transitive, $N=G$, i.e. $N$ is a characteristic subgroup.
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Technology seems to be destroying the world and it’s just not as fun anymore. But the world is not lost, not by a long shot. It just depends on how you look at it. We are currently embedded in the third dimension. But what is the seventh dimension? The seventh dimension is a dimension where time, space and all dimensions are the same. As a rough analogy, imagine if the six dimensional space was the space you stood in, the time you experience, and the three dimensional space you felt. What would happen if you were able to see in all three dimensions at the same time? Well, you would actually travel into each moment that you could see. But since our humans can see in only two dimensions, that just leaves three dimensions you could experience.
There are two ways that we are currently in the dimension. There is the third dimensional plane. On top of the three dimensional structure, we stack on more dimensions. These are the dimensions that we are currently stuck in. But what if we could visit each of these dimensions? Well, I suggest that as a beginner. They are all awesome just like the others. The fun part about these is that they are not decided. Meaning that you could travel through every dimension in every direction. Each dimension would have a difference that would be like a board and a message box. Inside of the message box would be time, space, and the world in which you are existing. If you travel into the time box, you would be traveling in
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