Good day Nairaland Mathematicians, Kindly proffer solution to this problem on Basis and Dimension. Picture attached:

Even vector the musician can’t even find himself, how much more me?

It's only the mattress I'm seeing

cc martinez39

Sl2348:
cc martinez39

Hmmmmm. I not good at linear algebra except with matrices, linear programming and systems of linear equations. I will see what I can do in my spare time.

Done sir

How much will you pay me to post it here

Sl2348:
Good day Nairaland Mathematicians, Kindly proffer solution to this problem on Basis and Dimension. Picture attached:

See as I rush enter thinking say na simultaneous equations

Op nor vex. Wetin be the question gan?

Jokes apart. If you could get us some examples.

Or would subspace mean adding all vectors or resolving them wrt a new plane?

Martinez39:
Hmmmmm. I not good at linear algebra except with matrices, linear programming and systems of linear equations. I will see what I can do in my spare time.

Alright boss

tolugar:
Done sir

How much will you pay me to post it here

Pls post it sir. God bless you abundantly..This is a sincere prayer from a student.

abumeinben:


See as I rush enter thinking say na simultaneous equations

Op nor vex. Wetin be the question gan?

Jokes apart. If you could get us some examples.

Or would subspace mean adding all vectors or resolving them wrt a new plane?

Sl2348:
Good day Nairaland Mathematicians, Kindly proffer solution to this problem on Basis and Dimension. Picture attached:

linear combination ?

I don't even understand the question talk more of giving an answer

AuntyAmope:
I don't even understand the question talk more of giving an answer

let alone. I don't understand the question, let alone giving an answer.

This is mth210 simple 200level linear algebra
..Op go and study na...if I solve it how will u learn? Consult materials, better still download pdfs and watch YouTube videos... this is 2019

KingErnesto:
This is mth210 simple 200level linear algebra
..Op go and study na...if I solve it how will u learn? Consult materials, better still download pdfs and watch YouTube videos... this is 2019

do you even know if he's in 200level? I'm in 200level in unn and i haven't seen that type of maths since i got admission.


Scored A's in my first and second semester maths in 100level

MAT213 in Unilorin. Express those vectors in column vectors and use matrix row operations on them. The non-zero row(s) transpose form basis

NNAMDIII:
do you even know if he's in 200level? I'm in 200level in unn and i haven't seen that type of maths since

Then your curriculum is messed up.

KingErnesto:


Then your curriculum is messed up.

I'm studying business management and we're not even doing maths this semester. Just statistics and a lot of accounting

NNAMDIII:
I'm studying business management

Now you're talking. You haven't done this course because you're not in sciences or engineering...

KingErnesto:



Now you're talking. You haven't done this course because you're not in sciences or engineering...

Yeah maybe, well i thought it was the same maths

looks like Chinese to me.

Even vector da viper no go fit solve this one

Back then in the university mth 201.

The question is not that easy ooo, put it in form of column, then apply guassian elimination method, then the non-zeros would be transposed.

The work here is the elimination

like R4= 2R1 + R4 to get new R4.

Keep doing that and keep getting as many zeros as possible.

Sl2348:
Good day Nairaland Mathematicians, Kindly proffer solution to this problem on Basis and Dimension. Picture attached:

http://www.math.tamu.edu/~yvorobet/MATH304-504/Lect2-06web.pdf



Don't be lazy

Sl2348:
Good day Nairaland Mathematicians, Kindly proffer solution to this problem on Basis and Dimension. Picture attached:

Form a matrix whose rows are the five vectors in the question. Row reduce the matrix to one in reduced row echelon form. The nonzero rows form a basis for W.

Just a tip, If a vector space V has n dimensions and is spaned by a set S consisting of n linearly independent vectors in V, then S is a basis of V.

I'm also offering this course MTH205. This course is all about cramming!

Trust2001:
I'm also offering this course MTH205. This course is all about cramming!

Get the textbook :
Elementary Linear Algebra by Ron Larson and David C. Flavo.

Another way is to write those spanning vectors as rows of a matrix. Reduce the matrix to row-echelon form and the non-zero rows form the basis of W.

Martinez39:
Get the textbook :
Elementary Linear Algebra by Ron Larson and David C. Flavo.

Thanks

Let me give it a try

I will try to solve it at my leisure
In fact, in college I had problems with linear algebra, and I even used the courses https://www.distancecalculus.com/linearalgebra/ which helped me get back on track