REFLECTION PAPER
Prepared by: Gian Carl Kaizhel B. Magtalas
Submitted to: Winston A. Celestial
9 – S.P.A.
What a splendid day! Sir. The second quarter reflection paper,
regardless of the topics that I will discuss, is the two topics that
might encourage me in the future. The two topics that I want to
discuss the Translating Into Variation Statement a Relationship
Involving Direct Variation Between Two Quantities Given By
Tables Of Values, and Translating Into Variation Statement A
Relationship Involving Direct And Inverse Variation Between Two
Quantities Given By A Graph.
The first topic that I want to discuss is; Translating Into A Variation
Statement a Relationship Involving Direct Variation Between Two
Quantities Given By Tables Of Values. Okay, I tried researching
Translating Into A Variation Statement a Relationship Involving
Direct Variation Between Two Quantities Given By Tables Of
Values. Found nothing instead I searched “how does direct variation
help me in real life” and found one. Anyway, I think I know how I
will use this in real life. For the table, the use of the table is used in
communication, research, and data analysis. Example: I want to
calculate how much I'm earning (e) from time to time (t) both are
increasing. As a student. When I always (a) go to school I learn (l) a
lot of things. And that’s direct variation. I think there’s more use of
this. But this is just my opinion, I might be wrong so I'm truly sorry.
The second topic that I want to discuss is; Translating Into a
Variation Statement A Relationship Involving Direct and inverse
Variation Between Two Quantities Given By A Graph. In my opinion,
it's the same as the table, but instead of the table. It’s a graph so
let's apply this in myself. How do I use this in real life? We use
graphs to present information quickly and easily. And what about
the direct and inverse? Of course, I cannot forget about direct and
inverse variations. We all know about direct that when the “x” is
increasing then “y” is also increasing because “y” is dependent on “x”.
and for the inverse when “y” Increases the “x” is decreasing because
like what I said earlier “x” is dependant on “y”. How do I exactly use
this in real life? Well, the first thing is graph is also used in
businesses like the growth of crops every month graph is used to
scale things. for example; over time the harvest action of plants is
increasing from time to time. That is direct because the harvest
action (h) and the time (t) are both increasing. and for the inverse.
For example; in Covid 19 as the virus (v) increases, many people (p)
are decreasing or dying.
I noticed that you didn’t read my reflection paper, but it's okay I
truly understand it because you are very busy. I remember you
saying to us that you’ll only read some of the reflection papers
because there are too many and you can't read it all. I hope you read
this reflection paper. Thank you, sir. I am trying to improve my
grammar so if you spot something I'm truly sorry… thank you!
Anyway, I may like some games like you did this second quarter. I
don’t have much to say and I don’t have any expectations for the
upcoming quarter but you’re a great teacher, not gonna lie.
Love u 😊 ahhhhhhhhhhhhhhh hi. Mwua AHAHAHHAHHA
The growth of a crop varies directly over time