Reflections on Mr. Dylmoon's Linear Algebra Class (2)

I felt so enthusiastic today. I found also something new in my mind and this experience was just cool. I sat in the front and I could see that this can increase my engagement in the class for about ehm, just say about 30-36%. So awesome, this day I follow every single word spoken by Mr. Dylmoon, and the result is that the lesson made me sense.

Hm, and then for the lesson, today we're learning about the concept of Vector space (V). in cluding ten axioms or properties of this vector space, they are:
Slide 2

n

1. u+v in V

n2. u+v = v+u

n3. (u+v)+w = u+(v+w)

n4. there is a zero vector 0 in V such that u+0=u

n5. For each u, there is a vector –u in V such that u+(-u)=0

n6. the scalar multiple cu is in V

n7. c(u+v) = cu+cv

n8. (c+d)u = cu+du

n9. c(du) = (cd)u

n10. 1u = u

and also some Vector Subspaces with their properties and definition.
It has been so good to pay a really careful attention to the teacher so that I will learn maximally. I also pray for my friends may they also can learn well and can be such wonderful teachers in the future.

It's been awesome, Lord!