2+1=3, 3+0=3, 0+3=3, 1+2=3, 1+1+1=3, 1×3=3…
November 25th, 2008 | by jys |For the past few months, I’ve been trying to explain a simple theory to this person. The theory is simple, but you have to know how to apply that theory into your work. He kept saying he understand, understand and understand but at the end of the day, I know he still don’t understand!
For eg, I tell him 2+1 = 3, he will think that this is the ONLY combination that can generate the result 3. When he sees 1+2, or 3+0, he will panic and don’t know what to do. When I told him 3+0 also equal to 3 mar, he will said, you nv tell me that, how i know?
Ok.. so, 2+1=3, 3+0=3, 0+3=3, 1+2=3, 1+1+1=3, 1×3=3… what else?
Oh god, please help me find a way to explain to him. I’m gonna to pengsan soon…..
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4 Responses to “2+1=3, 3+0=3, 0+3=3, 1+2=3, 1+1+1=3, 1×3=3…”
By Yossi on Nov 25, 2008 | Reply
you forgot about multiply and division :p
Jys:
there’s just too many combination lar.. how to list it all? he needs to figure out himself..
By keeyit on Nov 25, 2008 | Reply
I understand the maths method.. But I do not understand what you are trying to bring out?
Is it be flexible?
Jys:
that math is just an example. what i’m trying to say is, I hope he can understand the theory and apply it on his work. there are a lot of ways to get things done, not just one way..
By ch3ryl on Nov 25, 2008 | Reply
uhm… what about -6+9=3, 9/3=3, so on and so forth.
keeyit – i think she’s trying to say creativity? think out of the box? that different routes may lead to the same detsination? … uhm, i dunno either.
Jys:
ya, that’s what i’m trying to say.. we cannot ‘sei ban ban’ (死板板) use one way, there’s a lot of alternatives out there..
By Isaac on Nov 27, 2008 | Reply
its easier to just slice your hand with knife than tell a person who can’t see pass their own fingers.
I gave up on trying to make people see.
What I do know is to look for people who CAN see or atleast Learn How to See …
Jys:
I also almost gave up lar.. still trying.. to help him to understand…