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Quote from: Petrochemicals on 03/11/2021 20:34:56Appalling gramme, it should be cannot, not "can't". You also cannot divide by 1 or anything beneathWrong on so many levels.I can divide by a half perfectly well.Five divided by half is ten.(five divided in half is rather less than ten).I can divide by one very easily indeed.x/1=xThere's nothing wrong with "can't" as a word.And it looks like you can't spell grammar- though it may be that you can't abbreviate "programme"Presumably, you consider these statements of fact to be "repetitive antagonism"
Appalling gramme, it should be cannot, not "can't". You also cannot divide by 1 or anything beneath
Umm...unfortunately, the designer is Chinese.
Quote from: Zer0 on 04/11/2021 19:08:53Umm...unfortunately, the designer is Chinese.Why is that unfortunate?
Quote from: Bored chemist on 03/11/2021 20:58:43Quote from: Petrochemicals on 03/11/2021 20:34:56Appalling gramme, it should be cannot, not "can't". You also cannot divide by 1 or anything beneathWrong on so many levels.I can divide by a half perfectly well.Five divided by half is ten.(five divided in half is rather less than ten).I can divide by one very easily indeed.x/1=xThere's nothing wrong with "can't" as a word.And it looks like you can't spell grammar- though it may be that you can't abbreviate "programme"Presumably, you consider these statements of fact to be "repetitive antagonism" [ Invalid Attachment ] Umm...unfortunately, the designer is Chinese.Maybe it provides correct grammatical sentence construction if the language is changed/switched to " Mandarin ".(I ain't interested in figuring that out, i consider it as a default in-built Calculator Application...We all can agree courteously that it ain't a Wren & Martin.)Ps - If anyone wishes to write in to Xiaomi or call their 1-800 Number, Please go ahead.🙏I feel my Life, and of Others around me gets Alot more easy n comfortable, provided i can just " Let Go of Things, & Move On ".(I shall stick to it)😇
BC knows I do not respond but snipes anywhoo,
Hi.I'm losing track of what was being discussed here. This bit I can do:Quote from: hamdani yusuf on 04/11/2021 11:12:25When does Ln(a) not exist? When a = 0.Best Wishes.
When does Ln(a) not exist?
What's the difference between something that doesn't exist and something that's not defined in math?
Quote from: Petrochemicals on 04/11/2021 22:58:51
Quote from: Bored chemist on 04/11/2021 23:06:25Quote from: Petrochemicals on 04/11/2021 22:58:51 Did he snipe?
This had previously been the subject of some debate in the mathematical community until Donald Knuth set things straight in 1992, so it’s understandable that some confusion lingers, but the modern convention is to define 00=1 , for good reason.
A definition cannot be “proven” right or wrong. That doesn’t even make sense.
It might appear that the “theorems” x0=1 and 0x=0 contradict each other in a way that forces us to leave 00 undefined. But 0x=0 cannot actually be a theorem, even if we ignore the 00 case: everyone agrees 0x is not defined for any negative x . It can’t be, because that would break the theorem that bx⋅b−x=1 .
So there are good reasons for wanting to define 00=1 , but does it break anything the way defining 0/0 would? In fact it doesn’t. All the usual laws of exponentiation remain valid with this definition.That’s what we mean when we say that the choice to define 00=1 is the right one.
Quote from: Petrochemicals on 05/11/2021 22:23:48Quote from: Bored chemist on 04/11/2021 23:06:25Quote from: Petrochemicals on 04/11/2021 22:58:51 Did he snipe? No; he just stated the obvious.
On page 9 of 31 they write: Because all numbers are assumed to be real, some expressionsare not defined. Here are three examples: .........Example 3: 00 is not defined.
Argument from authority has no weight in scientific debates.
"What's 0^0 ?"When will it matter?
By argument, I hope you mean discussion. I'm fine with you defining 00 =1 if you want to.
The word discussion is more suitable to replace the word debate.
But if the goal is to find the fundamental truth, we need to process the raw data ourselves, and determine why a position is better than the other without relying on what the authority said.
Quote from: Bored chemist on 07/11/2021 18:18:56"What's 0^0 ?"When will it matter?When the answer is necessary to solve our problem.There were time when negative numbers didn't matter. There were also time when imaginary numbers didn't matter.
However, in the same way that there's no useful problem that involves calculating 1/0- because the answer is undefined- there can be no useful problem that involves calculating 0^0.
https://www.quora.com/What-is-0-0-the-zeroth-power-of-zero-1And so we now assign 0^0 the value that’s useful, which is 1 . Why is that useful? Because it lets us manipulate exponentials without adding special cases.