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 Yearling
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Jan
16
awarded  Yearling
Jan
6
awarded  Necromancer
Oct
30
comment Maximal area in fixed perimeter
I have no idea why this answer got downvoted... ??
Jan
16
awarded  Yearling
Dec
20
awarded  Caucus
Sep
24
awarded  Autobiographer
Sep
10
comment Limit factoring
You need + under radical ... OP edited problem. :)
Mar
23
revised Domain and range of a function.
Fixed typo
Mar
23
revised Domain and range of a function.
Adendum
Mar
23
answered Domain and range of a function.
Mar
23
comment Simplifying a radical with fraction and sum
Ahh , then we can get the result.
Mar
22
comment How can I formulate the two guards puzzle to disallow references to the other guard?
Ahhh , thanx , buttons sticking ...
Mar
22
revised How can I formulate the two guards puzzle to disallow references to the other guard?
deleted 1 characters in body
Mar
22
revised How can I formulate the two guards puzzle to disallow references to the other guard?
added 126 characters in body
Mar
22
answered How can I formulate the two guards puzzle to disallow references to the other guard?
Mar
21
comment Whats the name of this sort of matrix
The 17 looks 'out of place' to me , I would expect 12 in that position. :)
Mar
20
answered Simplifying a radical with fraction and sum
Mar
19
comment How does the exponent of a function effect the result?
IMHO the interpretation, the presentation AND the intermediate steps are important. $$ \frac{ 2}{2 } = 2 - 1$$ $$ x^{ \frac{ 2}{2}} = x^{2 - 1} = \frac{x^2} {x} $$ Zero has been removed from the domain so this 'path' gives a ddifferent answer than the two cases asked by the OP.
Mar
19
comment How does the exponent of a function effect the result?
There is freedom to play $$-1 = (-1)^1 = (-1)^{ \frac{ 2}{2}} = ((-1)^{ \frac{ 1}{2}})^2 = (\pm i)^2 = -1$$
Mar
19
comment How does the exponent of a function effect the result?
There are 4 4th roots of 1, One of the roots is $i$ , the right answer. What would really be devastating is if we used 'seemingly legitimate' algebra to get 4 roots and $i$ was not among them! :) Also , there is no problem if n is odd.