Some people feel they are guru in mathematics, and that may be true. But you are not guru enough because the mathematics you know is limited. Until you can reach this height, then you can be called a better mathematician.

Can you interprete this?

No be crase be dis?

real craze, but them get importance for tech.

Measure Theory and Integration, 3rd year, 2nd semester course.





Professor Lipscey

person go kolo for this one

Didn't understand anything there

Histology, anyday anytime.

what topic? You can check blackpenRedpen on YouTube. He's good in stuffs like this

obi4eze:
Didn't understand anything there

Histology, anyday anytime.

Histology . I don't mind it if physiology is involved but histology proper?Naww .

SirWarlock:
Histology . I don't mind it if physiology is involved but histology proper?Naww .

Lol. Histology is bae. Very sweet.

na wetin Oau go give u be dat make u solve for exam.

OAU mathematics na crase

Answer is 15

For higher institutions. Mostly for year 2 and 3 school scheme.

The op must be a Secondary School student. These are the kind of Mathematics you will encounter in the university especially if you study courses like Engineering, physics, or Mathematics Major.

chai!! me wai dey still struggle with multiplication table

just mere looking at this is making my prick have head ache

Heartbender:
No be crase be dis?

..
This one pass craze my brother.

obi4eze:
Didn't understand anything there

Histology, anyday anytime.

What's the different with Medical Laboratory science

Real analysis is beautiful

Heartbender:
No be crase be dis?

These are beautiful functions in application of mathematics in our life.

Contents of the said Propositions- The first one,

Spaces and intervals in Algebra, constructing in a transfinite sequence (Learn about the Fibonacci Sequence) or just Sequences*. Though these problems are centered on Borel Complex forms of SETS (Countable, Union, Intersections, Adjoint, Disjointed, Finite, and Infinite)

Unions, Epsilon, integrals, infinity, natural numbers as they progresses to zero! Where natural numbers are n= 1,2,3...n^n-1.

Theorem 1.3 is talking about Finite Algebra measured spaces as well.

Assuming we have a measured space, which has a triple point say (X,A,U).

X- is a set.
A- Is an Algebra of its Subsets of X.
U- Is a space measured from 0-infinity. [0,+infinity]

This is the space covered by (X,A,U)- Points divided as you progress, you can progress into infinity, which is on the negative. You should read Achilles and the Tortoise in Zeno's Paradox.

In conclusions;

They introduced Integrals and little differentiation in deducing these problems to its standard forms. Thanks

BigDawsNet:


What's the different with Medical Laboratory science

It's just a subdivision of Anatomy but an undergraduate course in Medical Laboratory Science.

Diffpussies:
Answer is 15

I been think say na 14 sef

That’s easy ,answer is 1x+1=over1.5+over 2.5...take d answer to d bank

nairaman66:


These are beautiful functions in application of mathematics in our life.

Contents of the said Propositions- The first one,

Spaces and intervals in Algebra, constructing in a transfinite sequence (Learn about the Fibonacci Sequence) or just Sequences*. Though these problems are centered on Borel Complex forms of SETS (Countable, Union, Intersections, Adjoint, Disjointed, Finite, and Infinite)

Unions, Epsilon, integrals, infinity, natural numbers as they progresses to zero! Where natural numbers are n= 1,2,3...n^n-1.

Theorem 1.3 is talking about Finite Algebra measured spaces as well.

Assuming we have a measured space, which has a triple point say (X,A,U).

X- is a set.
A- Is an Algebra of its Subsets of X.
U- Is a space measured from 0-infinity. [0,+infinity]

This is the space covered by (X,A,U)- Points divided as you progress, you can progress into infinity, which is on the negative. You should read Achilles and the Tortoise in Zeno's Paradox.

In conclusions;

They introduced Integrals and little differentiation in deducing these problems to its standard forms. Thanks

you studied mathematics?

The5DME:
you studied mathematics?

Yes. Pure Mathematics. Graduated 12 years ago!! Chasing money has made the head upside down, but the basic concepts still dey..

nairaman66:


Yes. Pure Mathematics. Graduated 12 years ago!! Chasing money has made the head upside down, but the basic concepts still dey..

you try sha......

The first screenshot is about the nonnegative countable subadditive property of a measure. These are basic proofs you must know. If can't know them, cram them.

The others, borel measure, signed measure, tonelli-hobson and fubini theorem are rules for interchanging measures with respect to certain variables.


Use the following books.

Measures, integrals and martingales by Rene schilling.

The way of analysis by Robert stritchartz.

Goodluck