This isn't a bug so much as what would likely be a significant enhancement
request.
This would require the implementation of complex numbers in gcalctool.
A brief explaination:
fractional exponents are the same as exponentiated roots, (not sure if I
have the terminology right there). for example
Not a bug, this would require complex numbers which are outside the
scope of gcalctool.
** Changed in: gcalctool (Ubuntu)
Status: New => Invalid
--
Cannot do odd roots of negative numbers.
https://bugs.launchpad.net/bugs/288446
You received this bug notification because you are a member o
While you are correct in saying that the odd roots will give a single,
non-complex answer I'm not sure how one would go about identifying the
odd roots in a reasonable, consistent fashion.
I would assume that the bracketed exponent is evaluated initially to a
decimal. For the most part you could i
This isn't a bug so much as what would likely be a significant enhancement
request.
This would require the implementation of complex numbers in gcalctool.
A brief explaination:
fractional exponents are the same as exponentiated roots, (not sure if I
have the terminology right there). for example
Not a bug, this would require complex numbers which are outside the
scope of gcalctool.
** Changed in: gcalctool (Ubuntu)
Status: New => Invalid
--
Cannot do odd roots of negative numbers.
https://bugs.launchpad.net/bugs/288446
You received this bug notification because you are a member o
While you are correct in saying that the odd roots will give a single,
non-complex answer I'm not sure how one would go about identifying the
odd roots in a reasonable, consistent fashion.
I would assume that the bracketed exponent is evaluated initially to a
decimal. For the most part you could i
This isn't a bug so much as what would likely be a significant enhancement
request.
This would require the implementation of complex numbers in gcalctool.
A brief explaination:
fractional exponents are the same as exponentiated roots, (not sure if I
have the terminology right there). for example
Not a bug, this would require complex numbers which are outside the
scope of gcalctool.
** Changed in: gcalctool (Ubuntu)
Status: New => Invalid
--
Cannot do odd roots of negative numbers.
https://bugs.launchpad.net/bugs/288446
You received this bug notification because you are a member o
While you are correct in saying that the odd roots will give a single,
non-complex answer I'm not sure how one would go about identifying the
odd roots in a reasonable, consistent fashion.
I would assume that the bracketed exponent is evaluated initially to a
decimal. For the most part you could i
This isn't a bug so much as what would likely be a significant enhancement
request.
This would require the implementation of complex numbers in gcalctool.
A brief explaination:
fractional exponents are the same as exponentiated roots, (not sure if I
have the terminology right there). for example
Not a bug, this would require complex numbers which are outside the
scope of gcalctool.
** Changed in: gcalctool (Ubuntu)
Status: New => Invalid
--
Cannot do odd roots of negative numbers.
https://bugs.launchpad.net/bugs/288446
You received this bug notification because you are a member o
While you are correct in saying that the odd roots will give a single,
non-complex answer I'm not sure how one would go about identifying the
odd roots in a reasonable, consistent fashion.
I would assume that the bracketed exponent is evaluated initially to a
decimal. For the most part you could i
This isn't a bug so much as what would likely be a significant enhancement
request.
This would require the implementation of complex numbers in gcalctool.
A brief explaination:
fractional exponents are the same as exponentiated roots, (not sure if I
have the terminology right there). for example
Not a bug, this would require complex numbers which are outside the
scope of gcalctool.
** Changed in: gcalctool (Ubuntu)
Status: New => Invalid
--
Cannot do odd roots of negative numbers.
https://bugs.launchpad.net/bugs/288446
You received this bug notification because you are a member o
While you are correct in saying that the odd roots will give a single,
non-complex answer I'm not sure how one would go about identifying the
odd roots in a reasonable, consistent fashion.
I would assume that the bracketed exponent is evaluated initially to a
decimal. For the most part you could i
This isn't a bug so much as what would likely be a significant enhancement
request.
This would require the implementation of complex numbers in gcalctool.
A brief explaination:
fractional exponents are the same as exponentiated roots, (not sure if I
have the terminology right there). for example
Not a bug, this would require complex numbers which are outside the
scope of gcalctool.
** Changed in: gcalctool (Ubuntu)
Status: New => Invalid
--
Cannot do odd roots of negative numbers.
https://bugs.launchpad.net/bugs/288446
You received this bug notification because you are a member o
While you are correct in saying that the odd roots will give a single,
non-complex answer I'm not sure how one would go about identifying the
odd roots in a reasonable, consistent fashion.
I would assume that the bracketed exponent is evaluated initially to a
decimal. For the most part you could i
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