Communication comes before attempts at logical deduction. Different people read the same words to mean different things. Thus logic is only flawless if the words are understood as intended (often not the case). In logic, the nuances of language can be critical.
I am saying that there is no understanding problem. So if you do not understand a word or some words or many words, James, why do you not tell me what you do not understand?
You can’t know what understanding problems other people might have. I wasn’t talking about you or I (necessarily - unless what I posted wasn’t right). When some people read:
“If C is true then X is false”
as a lie, they think it means that “If C is true then X is true”.
Technically it wouldn’t mean that, but people not used to harder core logic issues are used to speaking to each other differently.
First of all, fill 3 l bucket and transfer it into 5 l bucket. Now, fill 3 l bucket again and fill 5 l up to the top. As there is only 2 l space there, remaining 1 lr will remain in 3 l bucket.
Now, empty 5 l bucket and transfer this 1 l from 3 l bucket to empty 5 l bucket. Refil 3 l bucket and transfer it again to 5 l bucket.
Now, you have 4 l water in 5 l bucket.
Sorry, I cannot do in the tab. That option does not available in the mobile version.
I’m still waiting for the answer to my last riddle (“Two Liars”). Can you solve that riddle? Or shall I already post the solution?
[tab]A simple and promising advice:
Go through all ten examples. Look what logically happens (a) if the five persons are no liars and (b) if the five persons are liars. Then you will ascertain that only two and who of the five persons are liars.[/tab]
Yes, that changes everything. But, it is not clear from the language of the riddle whether one should take the statements in that way or not. One may also think that they are talking about any past event but not lying now in those statements. That is how i considered that.
Ok. Right. Arminius I tied one one the night before. It was the second riddle, now, am I “close”?
In addition I would like to post a riddle of my own, but here is the thing, about clarification of rules pertaining to this. Must one poster participate in a previous riddle, before asking questions about that or any riddle posting?
Can one post a new riddle, without participating in one or more or all riddles?
In other words do the rules of propriety prevent a poster or any other ILP member, who may or may not have followed some or any post, to post a new riddle?
This is why, I felt reluctant to even ask about the outcome or riddle number two.
If all of the above apply, then it could be assumed that all of the points made could be answered with
A “yes”
And if so, again, is ‘Leibnitz’ the proper answer?