Reverend Richard
New Thought Minister
Is it?
I would assume that
1 + 1 = 2 (base ten) = 10 (base two) =, etc. infinite number of bases...
10 (base two) is 2 (base ten), no?
I have faith that this is so...
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Is it?
I would assume that
1 + 1 = 2 (base ten) = 10 (base two) =, etc. infinite number of bases...
10 (base two) is 2 (base ten), no?
Frubals aside, faith needn't suspend logic.I have never been a fan of proposing such questions as your OP offered, in regards to believers. The question itself is flawed. It's a nonsensical query. They don't need to have "faith" that 1+1=2 in any sense of "suspending logic or rationale" in which to reach their conclusion. We have a universally cohesive set of foundational mathematical rules in which we agree that 1+1=2 in a simple, predefined mathematical context. Therefore, a logical and reasoned assumption can be attributed to the equation without deferring to "faith" that the assumption is absolute in an objective sense.
Is it?
I would assume that
1 + 1 = 2 (base ten) = 10 (base two) =, etc. infinite number of bases...
10 (base two) is 2 (base ten), no?
Is this a question of logic or faith? Like 1 + a = b and having faith that b=4 therfore being able to assume a=3?
Your post has us assume your equation equals a quantitative results:1+1=2
But if the equation is viewed in a purely symbolic context we can say that this symbol (1) plus this symbol (1) = this symbol (2) in base 10. But if were considering base 2 then this symbol (1) plus this symbol (1) = this symbol (10).
Frubals aside, faith needn't suspend logic.
I have never been a fan of proposing such questions as your OP offered, in regards to believers. The question itself is flawed. It's a nonsensical query. They don't need to have "faith" that 1+1=2 in any sense of "suspending logic or rationale" in which to reach their conclusion.
I would tend to agree for the most part, but my question is affected by this?We have a universally cohesive set of foundational mathematical rules in which we agree that 1+1=2 in a simple, predefined mathematical context. Therefore, a logical and reasoned assumption can be attributed to the equation without deferring to "faith" that the assumption is absolute in an objective sense.
But the problem is eliminated the moment you qualify your symbols with the relevant base.
I didn't say logic required faith, now did I? I simply said that a suspension of logic was unnecessary to faith.On this single point, we disagree to some extent. You are correct in that faith doesn't necessarily exclude any logic, however, logic does not require a scintilla of faith. Logic exists regardless of the "faith" placed within it. Placing faith in a "process of reasoned thinking" in an unnecessary personal injection. It does nothing to establish the truth or validity of the actual process. This is why I'm opposed to the idea of "faith" in anything, not just religious concepts. Faith provides no process of determining truth value, only personal truth assumptions.
I have faith that this is so...
Logic.
Right but my type of faith is based on if statements. True if such and such is true like a simple algebra equation.
I didn't say logic required faith, now did I? I simply said that a suspension of logic was unnecessary to faith.
I get that. But my point was we don't disagree, at least not in the way you said we did. I have tremendous respect for faith, but that's irrelevant to the question(s) at hand.Correct my friend. I simply offered my own take, which often times is a little more long winded. However, I do have strong opinions as it pertains to "faith" in anything, especially my ability to provide short answers! It's great to be here though and I look forward to great conversations!
I realized I should have put an 'equal' as an option.
If I may ask, what all does your faith entail?
1) How are you defining faith here?
2) What in the world are you getting at?
That god is explainable through natural processes and that when not enough knowledge is available I can make a pretty good educated guess until sufficient evidence is provided.
I learned how to add base 8 and base 12 numbers more than 20 years ago, but 1 remained unchanged, so I would assume that in base 6, it would, too. (Nice run-on sentence, CES). So 1 would always be 1. Maybe I am just plain dense.
But the only thing I am sure of is that I have faith- maybe that was choice 1 or maybe choice 2- but I voted choice 3 since I am dense (at least about the question).