Dont' try further, it's useless. They don't want to understand.

Real mathematicians understand, others don't....

I'm out of this.
Lord wrote:You have to set correct parenthesis in order to get a correct result.
Lord wrote:-9^0.5 = i*3 is the only correct answer.
You mean "real mathematicians" like you, who are not sure what they want to believe, and who at he same time think they know better than e.g. Wolfram Alpha?Lord wrote:Real mathematicians understand, others don't
This actually seems to apply here.
Code: Select all
-9^2 81
(-9)^2 81
0-9^2 -81
-(9^2) -81
2^2^2^2 256
2^(2^(2^2)) 65536
(((2^2)^2)^2) 256
edit: btw. who is brave engouth to write to MS, that Excel and for example Visual Basic calculate 2^2^2 and -2^2 complete diffrent?However, some computer systems may resolve the ambiguous expression differently. For example, Microsoft Office Excel evaluates a^b^c as (a^b)^c, which is opposite of normally accepted convention of top-down order of execution for exponentiation.
For VB, it is documented in the VB help (see Remarks). Check Excel help, it's probably also documented.GPI wrote:edit: btw. who is brave engouth to write to MS, that Excel and for example Visual Basic calculate 2^2^2 and -2^2 complete diffrent?
Because it is documented, it doesn't mean that it is right. In mathematics only one can be right, not both.Danilo wrote:For VB, it is documented in the VB help (see Remarks). Check Excel help, it's probably also documented.
It could mean that MS probably already knows about it, but of course you are free to write them anyway.GPI wrote:Because it is documented, it doesn't mean that it is right.
This only applies to concepts, not to notation.GPI wrote:Because it is documented, it doesn't mean that it is right. In mathematics only one can be right, not both.
That's the center of your small universe? Sorry for that.Little John wrote:...
You mean "real mathematicians" like you, who are not sure what they want to believe, and who at he same time think they know better than e.g. Wolfram Alpha?
...
Excellent self diagnosis.Little John wrote:...This actually seems to apply here.
...
No, it isn't. And I didn't write anything like that.Lord wrote:Finally:That's the center of your small universe? Sorry for that.Little John wrote:...
You mean "real mathematicians" like you, who are not sure what they want to believe, and who at he same time think they know better than e.g. Wolfram Alpha?
...
At the beginning, I also thought, that Little John was wrong.Lord wrote:Excellent self diagnosis.