See the $t$ superscript ~ above $(x,y,z)$? Well, i am not rather sure what is it. I understand this is pretty basic, since I"ve viewed it number of times in the past, but constantly disregarded it (and my exercises still resolved just fine).

You are watching: What does t mean in algebra

What is it claimed to represent?

If I had actually to make a wild guess, I would certainly say the $(x,y,z)$ is one heat of a matrix - and $(x,y,z)^t$ is that traspose (therefore that is a shaft of a matrix). But, that doesn"t make lot sense come me, and don"t see just how is this relevant.

vector-spaces
re-publishing
cite
follow
asked Jun 14 "14 in ~ 8:50

Zol Tun KulZol Tun Kul
$\endgroup$
2
include a comment |

## 1 price 1

1
$\begingroup$
Yes, the is the transpose. Usually, one works with tower vectors, that is, if $\Bbb R^n$ is come be concerned matrix algebra, that is commonly identified through $\Bbb R^n\times 1$.

However, because that your job it is irrelevant, that works as well in tuple vector room without identifying heat or column.

re-superstructure
point out
monitor
answer Jun 14 "14 in ~ 8:59

Lutz LehmannLutz Lehmann
$\endgroup$
include a comment |

Thanks because that contributing solution to keolistravelservices.comematics stack Exchange!

But avoid

Asking because that help, clarification, or responding to various other answers.Making statements based on opinion; earlier them up with referrals or personal experience.

Use keolistravelservices.comJax to format equations. Keolistravelservices.comJax reference.

See more: Single And Multiple Covalent Bond Where Electrons Are Shared Equally

Draft saved

authorize up making use of Google
authorize up making use of Facebook
authorize up utilizing Email and also Password
submit

### Post together a guest

name
email Required, but never shown

### Post together a guest

name
email

Required, however never shown

## Not the prize you're spring for? Browse other questions tagged vector-spaces or ask your very own question.

Featured top top Meta
connected
0
What walk 'dimension' strict mean?
0
Determinant top top 3x3 procession and over
1
What does V=(0,∞) mean?
3
What is the suggest of "seeing" a set of polynomials or features as a vector space?
1
using row reduction on coefficient matrix to prove a collection whose basis has actually less facets than dim(V) does not expectancy $V$
1
heat vectors as aspects of $V^*$
14
What is the dimension of $\X\in M_n,n(F); AX=XA=0\$?
4
Matrices through rows native an arbitrary vector an are (and multiplication by number matrices)
0
understanding Linear Transformations and also its notation
warm Network concerns an ext hot questions

question feed

keolistravelservices.comematics
firm
stack Exchange Network
site architecture / logo design © 2021 stack Exchange Inc; user contributions licensed under cc by-sa. Rev2021.10.14.40450

keolistravelservices.comematics ridge Exchange works ideal with JavaScript allowed

her privacy

By clicking “Accept all cookies”, friend agree stack Exchange deserve to store cookies on your an equipment and disclose info in accordance through our Cookie Policy.