TODAY IS A SPECIAL DAY.
not just because its 26 Jun 07.
it is special because 26 280 hours ago (tht is 3 years actually),
RUOEN CAME TO KNOW JESUS CHRIST !! <3<3<3
happy birthday to me, happy birthdayto me!
it's been 3 years, and God is still like He was 3 years ago, ever so great and wonderful.
Like how He's there for me during my econs paper ytd. Actually i didn't really study elasticity but somehow i could rmb the stuff that were taught during lectures and by the looks of the words Cross Elasticity of Demand and Price Elasticity of Demand and some basic understanding of elasticity (thks to Dex and Nic), I COULD ACTUALLY WRITE A COMPLETE ESSAY (and when i checked my points later, they are right factually!)
it pays to pay attention during lectures (:
so stop falling asleep people, it's just 2nd day of term 3.
HAHAHA.
anyway, of course there were more incidents to show how great is God to me.
come and ask me more.
i'm more than willing to share (:
happy 3rd birthday to me!
im currently at khatib macs, studying with jiaxin and gwen(who left 15 mins ago), BUT im taking a break now. took econs, gp, taking maths, chem and lit. i have done a lot of math induction today. let me prove to you tht i can do M.I. Question: Prove, by maths induction:
FACT #268 = RUOEN SO SMART.Step 1Let the statement be FACT #268 = RUOEN SO SMART,
n = the number of seconds in this year, starting from the first second)
Step 2Prove that statement is true for n=1
When n = 1, Ruoen was worshipping God at Parkview Square with fellow brothers and sisters in Christ.
Therefore, statement is true for n=1.
Step 3Assume that statement is true for some value n=k, i.e.
Ruoen is smart when she is able to do Mathematical Induction Question 6 (of Mathematics GCE A Level - H2 TYS, topic 14)
Step 4To prove statement is true for n = k+1, i.e. to prove
Ruoen is still smart after doing Mathematic Induction Question 6.
LHS: Ruoen can do Question 6 + she solved Gwen's question
= and then she solved Question 3 (of Mathematics GCE A Level -H2 TYS, topic 14)
= RHS
Step 5If statement is true for n=k, it is also true for n= k+1.
Since statement is also true for n=1, by Mathematical Induction, statement is true for all n.
See, i told you i just proved to you that i can prove that
Fact #268 = RUOEN SO SMART is true.
okay, i'm going back to study.
God bless all who are having exams, and those who have yet to complete their holiday homework.
(:
-ruoen
7:58:00 pm
june has been exciting and believe it or not, it's just going to get better and better.
alrdy, i'm loving our new home @ singpost.
its big and its beautiful, even before renovation. and i really wonder wht will happen after.
keyboard sounds yummily great at singpost too!
and it just makes it more significant to have our building fund pledge day on the first service at singpost.
I LOVE MY HOME (:
emerge.
thank You Lord for the revelation You've given me.
it's about time (:
really really can't wait for the next few weeks.
schs seminar with pst joakim,
RED RAIN.
i wish the days in between the events can pass by faster.
but indeed, it's an ultra paradox because i wish i have more more more time to mug for the upcoming common tests.
i better start pulling my lower-than-ankle socks.
anyway, i've got tickets for
Red Rain!
live, this june, in Singpost Centre (paya lebar mrt),
3 - 6pm.
Entrance by ticket (F.O.C. from me!)
come find me for it yeah?
http://www.redrain.sg/ <------------------- go!
-ruoen
3:59:00 am